tag:blogger.com,1999:blog-47727672648215618242023-07-24T04:32:21.679-07:00TOOLS FOR ENGINEERSamyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.comBlogger26125tag:blogger.com,1999:blog-4772767264821561824.post-37313374488874983402012-02-22T20:18:00.001-08:002012-02-22T20:18:14.836-08:00วัสดุเหล็กและการเลือกใช้งานเบื้องต้น<div class="wlWriterHeaderFooter" style="float:none; margin:0px; padding:4px 0px 4px 0px;"><iframe src="http://www.facebook.com/widgets/like.php?href=http://toolsengineer.blogspot.com/2012/02/blog-post_22.html" scrolling="no" frameborder="0" style="border:none; width:450px; height:80px"></iframe></div><p><strong>วัสดุเหล็กและการเลือกใช้งานเบื้องต้น</strong><br><strong>โดย ... ไพบูลย์ ชูพึ่งอาตม์</strong><br>1. <u>โครงสร้างของเหล็กกล้า และโลหะวิทยาเบื้องต้น</u><br> เหล็กกล้า คือ เหล็กที่สามารถทำให้แข็งและมีคุณสมบัติดีขึ้นภายหลังจากได้รับความร้อนอย่าง ถูกต้องตามวิธี โดยหากนำเอาเหล็กกล้ามาเจียระไนและขัดให้เรียบแล้วใช้น้ำกรดเจือจางทำความ สะอาดที่ผิวหน้า แล้วใช้กล้องขยายกำลังสูงส่องดูจะเห็นว่าพื้นที่นั้นมีเส้นและโครงสร้าง ต่างๆ ดังรูปที่ 1, 2 และ 3 รูปต่างๆ ที่เราเห็นเรียกว่า โครงสร้างทางโลหะ เหล็กแต่ละชนิดจะมีโครงสร้างแตกต่างกันไป ขึ้นอยู่กับธาตุต่างๆ ที่ผสมอยู่ในโลหะนั้นๆ และลักษณะการกระจายตัวของธาตุภายในเนื้อเหล็กด้วย<br> เหล็กกล้าจะมีธาตุต่างๆ ผสมอยู่เนื้อเหล็กมีสูตรเป็น Fe<sub>3</sub>C ซึ่งนักโลหะวิทยาเรียกว่า CEMENTITE นักโลหะวิทยาได้เรียกชื่อเหล็กกล้าที่อยู่ในสภาพต่างๆ เช่น เหล็กกล้าที่มีธาตุคาร์บอนผสมอยู่ 0.85% ว่า PEARLITE โดยสามารถแยกออกเป็น 3 ลักษณะได้คือ<br>1. ถ้าหากมีธาตุคาร์บอนผสมอยู่ต่ำกว่า 0.85% เหล็กกล้านั้นจะมีโครงสร้างเป็นแบบ FERRITE (ดังรูปที่ 1)<br>2. ถ้าหากมีธาตุคาร์บอนผสมอยู่ 0.85% เหล็กกล้านั้นจะมีโครงสร้างเป็นแบบ PEARLITE (ดังรูปที่ 2)<br>3. ถ้าหากมีธาตุคาร์บอนผสมอยู่มากกว่า 0.85% เหล็กกล้านั้นจะมีโครงสร้างเป็นแบบ PEARLITE + CEMENTITE (ดังรูปที่ 3)<br> โครงสร้างของเหล็กกล้าทั้ง 3 แบบนี้จะเห็นได้โดยการนำเอาเหล็กกล้าไปให้ความร้อน โดยให้มีอุณหภูมิต่ำกว่า 721 °C (หากให้ความร้อนเกินแล้วโครงสร้างของเหล็กก็จะเปลี่ยนไป) ถ้าหากเราให้ความร้อนแก่เหล็กขึ้นไปจนถึงจุดจุดหนึ่งแล้ว โครงสร้างก็จะเปลี่ยนไปเป็นแบบ AUSTENITE และเมื่อทำให้เหล็กนั้นเย็นตัวลงอย่างรวดเร็ว โครงสร้างแบบ AUSTENITE ก็จะแข็งตัวและเกิดเป็นโครงสร้างอีกแบบหนึ่ง ซึ่งมีชื่อว่า MARTENSITE เป็นโครงสร้างชนิดใหม่แตกต่างไปจาก FERRITE, PEARLITE และ CEMENTITE โครงสร้างแบบ MARTENSITE นี้มีความแข็งมาก โครงสร้างของเหล็กกล้าแบบต่างๆ มีความแข็งแตกต่างกันไปดังตัวอย่างดังนี้ <p>FERRITE<br>มีความแข็งประมาณ<br>80<br>BRINELL <p>PEARLITE<br>มีความแข็งประมาณ<br>200 – 300<br>BRINELL <p>CEMENTITE<br>มีความแข็งประมาณ<br>700<br>BRINELL <p>AUSTENITE<br>มีความแข็งประมาณ<br>180 – 250<br>BRINELL <p>MARTENSITE<br>มีความแข็งประมาณ<br>650 – 700<br>BRINELL <p> ** BRINELL เป็นหน่วยวัดความแข็งเหล็กชนิดหนึ่ง<br>รูปที่ 1<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_pic01.jpg"><br>รูปที่ 2<br>เฟอร์ไรท์(Ferrite)<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_pic02.jpg"><br>ภาพถ่ายจากชิ้นงานจริงเปรียบเทียบ <p><u>โครงสร้าง</u><br>ในส่วนที่เป็นสีขาว เนื้อ Ferrite เส้นสีดำคือ เส้นรอบกรอบของเนื้อ Ferrite ส่วนจุดดำๆ ที่เห็นเป็นสิ่งสกปรกที่ปะปนติดเข้าไปด้วย <p><u>กำลังขยาย</u><br>100 เท่า <p><u>น้ำยากัดผิวหน้าชิ้นงาน</u><br>3% Nital (คือ 3% กรดไนตริคในส่วนผสมแอลกอฮอล์ใช้เวลา 11 – 12 วินาที) <p><u>ส่วนประกอบทางเคมีของชิ้นงาน</u><br>C 0.02%, Si 0.24%, Mn 0.22%, P 0.005%, S 0.017% <p><u>การอบชุบด้วยความร้อน</u><br>950 °C Normalizing <p><u>ความแข็ง</u><br>HB 40 – 70 <p><u>การทนแรงดึงขาด</u><br>22 – 32 กก./มม<sup>2</sup> <p><u>การยืดตัว</u><br>40 – 50 % <p>รูปที่ 3<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_pic03.jpg"><br>รูปที่ 4<br>เพิรไลท์ (Pearlite)<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_pic04.jpg"><br>ภาพถ่ายจากชิ้นงานจริงเปรียบเทียบ <p><u>โครงสร้าง</u><br>โครงสร้างเฟอร์ไรท์ และซีเมนไตด์ ชั้นสีขาวเรียงสลับ <p>พื้นสีขาวคือ เฟอร์ไรท์ และบางส่วนสีดำคือ ซ๊เมนไตด์ <p><u>กำลังขยาย</u><br>500 เท่า <p><u>น้ำยากัดหน้าผิวชิ้นงาน</u><br>3% Nital (คือ 3% ของกรดไนตริคในส่วนผสมแอลกอฮอล์ใช้เวลา 6 – 9 วินาที) <p><u>ส่วนประกอบทางเคมีของชิ้นงาน</u><br>C 0.88%, Si 0.28%, Mn 0.36%, P 0.020%, S 0.013% <p><u>การอบชุบด้วยความร้อน</u><br>900 °C Annealing ใช้เวลา 5 ชั่วโมง <p><u>ความแข็ง</u><br>HB 180 – 200 <p>รูปที่ 5<br>เพิรไลท์และเฟอร์ไรท์ (Pearlite and Ferrite)<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_pic05.jpg"><br>รูปถ่ายจากชิ้นงานจริงเปรียบเทียบ <p><u>โครงสร้าง</u><br>เนื้อสีขาวๆ คือ Ferrite และส่วนที่เห็นสีดำและเทา คือ Pearlite <p><u>กำลังขยาย</u><br>500 เท่า <p><u>น้ำยากัดผิวหน้าชิ้นงาน</u><br>3% Nital (ใช้เวลา 9 -10 วินาที) <p><u>ส่วนประกอบทางเคมี</u><br>C 0.46%, Si 0.24%, Mn 0.69%, P 0.020%, S 0.022% <p><u>การอบชุบด้วยความร้อน</u><br>930 °C Annealing <p><u>ความแข็ง</u><br>HB 150 ~200 <p><u>การทนแรงดึงขาด</u><br>60 กก. / มม.<sup>2</sup> <p><u>การยืดตัว</u><br>22% <p>รูปที่ 6<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_pic06.jpg"><br>2. <u>การเลือกชนิดของเหล็ก</u><br> ความผิดพลาดของการทำงานหลายครั้งเกิดขึ้นจากการเลือกซื้อเหล็กโดยไม่ทราบ ชนิดและส่วนผสม จึงทำการอบชุบให้แข็งผิดพลาด โดยเหล็กที่มีขายในท้องตลาดมีชื่อและส่วนผสมแตกต่างกันไปมากมายหลายชนิด และมักทำให้สับสน เพราะประเทศผู้ผลิตเป็นผู้กำหนดมาตรฐานและชื่อเอง เหล็กที่ผลิตจากประเทศหนึ่งจึงมีชื่อแตกต่างไปจากเหล็กอีกประเทศหนึ่ง เช่นในสหรัฐอเมริกาจะมีมาตรฐานแบบ ASTM, AISI, SAE ญี่ปุ่นมีมาตรฐาน JIS เยอรมันมีมาตรฐาน DIN เป็นต้น ดังนั้นผู้ใช้งานควรจะศึกษาหาความรู้เกี่ยวกับชนิดและส่วนประกอบของเหล็ก เพื่อเลือกให้เหมาะสมกับชิ้นงาน เพราะเหล็กแต่ละชนิดมีคุณสมบัติแตกต่างกัน <p>ความรู้เบื้องต้นของเหล็กกล้า <p> เหล็กกล้า (STEEL) คือเหล็กที่มีคาร์บอนเป็นองค์ประกอบไม่เกิน 2% เหมาะสมสำหรับการอบชุบโลหะด้วยความร้อน (HEAT TREATMENT) ให้มีคุณสมบัติแข็งแกร่งเหมาะสมกับการใช้งานมากขึ้น เหล็กกล้ามีมากมายหลายชนิด แต่ละชนิดมีคุณสมบัติแตกต่างกันไปมากบ้างน้อยบ้าง ซึ่งยังไม่มีเหล็กกล้าใดที่มีคุณสมบัติครอบคลุมการใช้งานได้ทุกชนิด คือให้มีทั้งความแข็งและเหนียว อ่อนพอจะกลึงไสหรือแปรรูปได้ง่าย มีความต้านทานต่อการเสียดสีดี ไม่เป็นสนิม ซึ่งเป็นไปไม่ได้ในเหล็กชนิดเดียวกัน ชิ้นเดียวกัน ถ้ามีความเหนียวก็จะไม่แข็ง ถ้าต้องการให้แข็งก็จะไม่เหนียว และความต้องการในการใช้งานก็แตกต่างกัน จึงเป็นสาเหตุให้มีเหล็กต่างชนิดกันมากมายจำหน่ายอยู่ตามท้องตลาด ในการเลือกใช้งานจึงต้องพิจารณาคุณสมบัติของเหล็กและส่วนผสม รวมทั้งกรรมวิธีการอบชุบเหล็กให้เหมาะสมด้วย<br> เหล็กกล้าแบ่งออกเป็น 2 ชนิดใหญ่ๆ คือ<br> - เหล็กกล้าคาร์บอน<br> - เหล็กกล้าผสม<br>เหล็กกล้าคาร์บอนแบ่งออกได้เป็น<br>1. RIMMED STEELเป็นเหล็กโครงสร้างที่มีคาร์บอนต่ำประมาณ 0.07 – 0.15% มักใช้ทำลวด ท่อต่างๆ<br>2. KILLED STEEL คือเหล็กที่ถลุงแล้วไล่ก๊าซต่างๆ ที่ไม่พึงประสงค์แล้วรีดออกมาแล้วนำไปอบคืนให้เหนียว มีเปอร์เซ็นต์คาร์บอนต่ำ แบ่งออกเป็น<br> 2.1 DEAD MILD STEEL คาร์บอนประมาณ 0.07 – 0.15% ซิลิคอน 0.5% มักใช้กับงานที่ต้องรีดขึ้นรูปเย็น เช่น ท่อ เป็นต้น<br> 2.2 MILD STEEL คาร์บอน 0.15 – 0.25% แมงกานีส 0.6% ซิลิคอน 0.25% ใช้ทำพวกเหล็กฉาก LIGHT GAGE ท่อ<br> 2.3 เหล็กคาร์บอนปานกลาง (MEDIUM CARBON STEEL) จะมีคาร์บอนอยู่ระหว่าง 0.3 – 0.5%<br> 2.4 เหล็กคาร์บอนสูง (HIGH CARBON STEEL) จะมีคาร์บอนอยู่ตั้งแต่ 0.5% ขึ้นไป<br><u>เหล็กกล้าผสม </u><u>(ALLOY STEEL)</u> จะมีคุณสมบัติพิเศษเพิ่มขึ้นไปจากเหล็กคาร์บอนธรรมดาตามคุณสมบัติของธาตุ และปริมาณ (เปอร์เซ็นต์) ที่ผสมรวมเข้าไปในเหล็กนอกเหนือไปจากคาร์บอน โดยสารซึ่งประกอบในเนื้อเหล็กปรกติ 5 ธาตุ เดิม คือ คาร์บอน ซิลิคอน แมงกานีส ฟอสฟอรัส และซัลเฟอร์ ธาตุที่ผสมเข้าไปเพิ่ม ได้แก่ โครเมียม นิกเกิล อลูมิเนียม ทังสะเตน วานาเดียม ไทเทเนียม โมลิบดินั่ม โคบอลท์ เป็นต้น โดยบริษัทผู้ผลิตเหล็กจะเป็นผู้กำหนดมาตรฐานและส่วนผสมต่างๆ ให้เหมาะสมกับการใช้งาน<br>หมายเหตุ :- เหล็กกล้าคาร์บอนต่ำ เปอร์เซ็นต์คาร์บอนไม่เกิน 0.3 ไม่สามารถชุบแข็งโดยการชุบปกติได้ ต้องผ่านกรรมวิธี CARBURIZING (หรือการเติมคาร์บอน) ที่ผิวแล้วนำไปชุบแข็ง ซึ่งเรียกว่า CASE HARDENING หรือการชุบแข็งที่ผิว<br> - เหล็กกล้าคาร์บอนปานกลาง 0.3 – 0.5 เปอร์เซ็นต์ สามารถชุบแข็งโดยวิธีปกติได้<br> - เหล็กกล้าที่มีส่วนผสมคาร์บอนเกิน 0.5 เปอร์เซ็นต์ขึ้นไป สามารถชุบแข็งได้ดี <p>5 ธาตุหลักที่ผสมในเนื้อเหล็ก <p>1. คาร์บอน (C = CARBON)<br> เป็นตัวสำคัญที่สุดที่จะต้องมีผสมอยู่ในเนื้อเหล็ก มีคุณสมบัติทำให้เหล็กแข็งหลังจากผ่านขบวนการอบชุบด้วยความร้อน (HEAT TREATMENT)<br>2. แมงกานีส (Mn = MANGANESE)<br> แมงกานีสช่วยเพิ่มคววามแข็งแรงของเหล็ก เหล็กทั่วไปจะมีแมงกานีสผสมอยู่ประมาณ 0.6 – 0.9% แต่ถ้ามีมากกว่านี้เหล็กจะมีคุณสมบัติทนการเสียดสีสูง<br>3. ซิลิคอน (Si = SILICON)<br> เหล็กโดยทั่วไปจะมีซิลิคอนอยู่ประมาณ 0.6% เมื่อผสมซิลิคอนมากกว่านี้จะทำให้เหล็กทนค่าแรงดึงที่จุดยืดได้ (YIELD POINT)หรือที่เราเรียกว่า เหล็กสปริง โดยเหล็กสปริงจะมีซิลิคอนผสมอยู่มากกว่า 0.6 ถึง 2.5%<br>4.ฟอสฟอรัส (P= PHOSPHORUS)<br> มีอยู่ในสินแร่เหล็กและตกค้างในเนื้อเหล็ก ฟอสฟอรัสทำให้เหล็กเปราะ จึงต้องขจัดออกไปให้มากที่สุด โดยไม่ให้มีมากเกิน 0.05%<br>5.กำมะถัน (S = SULPHUR)<br> มีคุณสมบัติคล้าย ฟอสฟอรัส คือทำให้เหล็กเปราะ มีผสมในเนื้อเหล็กตามธรรมชาติ ขจัดให้เหลือน้อยได้ยาก ไม่ควรเกิน 0.05% <p>ธาตุอื่นๆ ที่จำเป็นต้อคุณสมบัติของเนื้อเหล็ก <p>1. โครเมียม (Cr)<br> เพิ่มความแข็งให้เหล็กแต่ลดความทนต่อแรงกระแทก (IMPACT) Cr สามารถรวมตัวกับคาร์บอน ซึ่งแข็งมาก เหล็กจึงทนต่อการเสียดสี ทนการกัดกร่อนช่วยให้เหล็กทนทานการใช้งานที่อุณหภูมิสูงขึ้น โดยถ้าผสมในช่วง 0.5 – 3.0% จะเพิ่มความคงทนต่อการสึกหรอ และทนต่อการขึ้นสนิม<br>2. นิเกิล (Ni)<br> เป็นตัวเพิ่มความทนทานต่อแรงกระแทก (IMPACT) ของเหล็กมีคุณสมบัติเหนียว ดังนั้นจึงใช้ผสมเหล็กที่จะนำไปชุบแข็งที่ผิว (CASE HARDENING) ทนการกัดกร่อนและความร้อนดีขึ้น นิเกิลไม่ทำให้คุณสมบัติในการเชื่อมของเหล็กลดลง<br>3. ทังเสตน (W)<br> สามารถรวมตัวกับคาร์บอนเป็นคาร์ไบด์ที่แข็งมาก จึงทำให้เหล็กที่ผสมทังสเตนมีความแข็งมากหลังจากผ่านการอบชุบ ใช้ทำเครื่องมือตัด มีดกลึง (CUTTING TOOL)เหล็กจะมีเนื้อละเอียด เหนียว และทนการเสียดสี<br>4. โมลิบดินั่ม (Mo)<br> ทำให้เหล็กมีเนื้อละเอียด ไม่เปราะ ทนแรงดึงมากขึ้น ทนการกัดกร่อนและเปลี่ยนขนาดน้อยเมื่อมีอุณหภูมิสูงขึ้น จึงมีผสมในกระบอกปืน กระบอกไฮดรอลิก<br>5. แวนนาเดียม (V)<br> เพิ่มความแข็งแรงให้กับเหล็ก ทำให้เหล็กมีเนื้อละเอียด ทนต่อความร้อนได้ดี รวมตัวกับธาตุคาร์บอนเป็นคาร์ไบด์ได้ง่าย ทนต่อการกัดกร่อนมักจะผสมในเหล็กทนความร้อน เหล็กไฮสปิค<br>6. โคบอลท์ (Co)<br> ช่วยทำให้เหล็กมีความแข็งแรงที่อุณภูมิสูง จึงใช้ผสมในเหล็กทนความร้อน (HOT WORK STEEL) และทำให้เหล็กเกิดโครงสร้างแบบคาร์ไบด์ เพิ่มความต้านทานในการรีดเหล็กร้อนๆ<br>7. อลูมิเนียม (Al)<br> ผสมเล็กน้อยในเหล็กจะทำให้เนื้อละเอียดขึ้น ใช้ผสมลงในเหล็กที่จะนำไปชุบแข็งโดยวิธี NITRIDING (ชุบแข็งที่ผิว) เนื่องจากอลูมิเนียมสามารถรวมตัวกับไนโตรเจนเป็นสารที่แข็งมากใช้ผสมลงใน เหล็กทนความร้อน<br>ตารางที่ 1<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab01.jpg"><br>ตารางที่ 1 เหล็ก SS หรือที่เราเรียกภาษาตลาดว่า เหล็กเพลาขาว ใช้งานพื้นฐานทั่วไป เช่น ใช้ทำสลักทั่วไป ลวด<br>ตารางที่ 2<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab02.jpg"><br>ตารางที่ 2 เหล็ก SS กำหนดมาตรฐานส่วนผสมตาม JIS ไว้ 4 ธาตุ ดังตารางข้างบน<br> คำว่า Max. ย่อมาจาก MAXIMUM หรือมีค่าไม่เกิน<br>ตารางที่ 3<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab03-1.jpg"><br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab03-2.jpg"><br>ตารางที่ 3 เหล็กที่ใช้ทำโครงสร้างยานยนต์ทั่วไป<br>ตารางที่ 4<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab04-1.jpg"><br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab04-2.jpg"><br>ตารางที่ 4 กำหนดส่วนผสมไว้เพียง 2 ธาตุ คือ ฟอสฟอรัส (P) และซัลเฟอร์ (S) โดยมีไม่เกิน 0.040 เพื่อไม่ให้โลหะเปราะ<br>ตารางที่ 5<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab05-1.jpg"><br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab05-2.jpg"><br>ตารางที่ 5 เหล็กรีดเย็น ตามตารางข้างบน ใช้กับงานขึ้นรูปลึกทั่วไป รวมทั้งชิ้นส่วนยานยนต์ด้วย จะสังเกตุเห็นได้ว่าปริมาณคาร์บอนต่ำ เหล็กสามารถปั๊มขึ้นรูปได้ง่ายไม่แตกเนื่องจากไม่แข็งมาก<br>ตารางที่ 6<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab06.jpg"><br>ตารางที่ 6 เหล็กกล้าคาร์บอนตามตารางข้างบน หรือที่เราเรียกตามภาษาตลาดว่า “เหล็กหัวแดง” จะควบคุม 5 ธาตุหลักไว้ โดยธาตุสำคัญคือคาร์บอน จะมีตั้งแต่คาร์บอนต่ำไปจนถึงคาร์บอนปานกลาง และเริ่มต้นของคาร์บอนสูง<br>โดยทั่วไปเรากำหนด ค่าคาร์บอนต่ำไว้ที่ ไม่เกิน 0.3% (ชุบแข็งธรรมดาไม่ชื้น)<br> คาร์บอนปานกลาง 0.3 – 0.5%<br> ปริมาณคาร์บอนเกิน 0.5% ขึ้นไป เป็นคาร์บอนสูง<br> จะสังเกตเห็นได้ว่า ปริมาณฟอสฟอรัส (P) ไม่เกิน 0.030% และซัลเฟอร์ (S) ไม่เกิน 0.035% เพื่อไม่ให้เหล็กเปราะ ใช้ทำเพลา ชิ้นส่วนเครื่องจักร จอบ เสียม มีดทั่วไป เฟืองรถไถขนาดเล็กรอบต่ำ ฯลฯ ในลักษณะของชิ้นงานบางชนิด จำเป็นต้องใช้เหล็กที่มีเปอร์เซ็นต์คาร์บอน เกิน 0.3% จึงจะสามารถชุบให้แข็งได้ โดยทั่วไปจะใช้เปอร์เซ็นต์คาร์บอน 0.50 – 0.55%<br>ตารางที่ 7<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab07-1.jpg"><br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab07-2.jpg"><br>ตารางที่ 7 แสดงถึงเหล็กกล้าคาร์บอน (CARBON STEEL) และเหล็กกล้าคาร์บอนทำเครื่องมือ (CARBON TOOL STEEL) ตามตารางข้างบน จะให้ตัวอย่างการใช้งานไว้แถวขวามือ โดยเริ่มต้นจากเหล็ก S30 CM มีคาร์บอนต่ำ แต่จะมีธาตุโครเมียมผสมนิกเกิลเข้ามาเล็กน้อย จนกระทั่งบางชนิดก็จะมีธาตุคาร์บอนสูงเกิน 1 เปอร์เซ็นต์ ซึ่งใช้ทำใบเลื่อยงานไม้ ใบมีดโกน ชิ้นส่วนเครื่องจักร ฯลฯ<br>ตารางที่ 8<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab08.jpg"><br>ตารางที่ 8 แสดงถึงเหล็กแมงกานีส โดย SMn 420 ใช้สำหรับชุบแข็งที่ผิวเนื่องจากเปอร์เซ็นต์ธาตุคาร์บอนต่ำ ชุบปกติไม่แข็ง จะต้องชุบด้วยวิธีเติมคาร์บอนที่ผิวซึ่งเรียกว่า CASE HARDENING<br>ตารางที่ 9<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab09.jpg"><br>ตารางที่ 9 จะสังเกตเห็นได้ว่า ทุกเบอร์มีเปอร์เซ็นต์ธาตุแมงกานิสสูงกว่าปกติที่มีเพียงไม่เกิน 0.90 เปอร์เซ็นต์ ในหล้ก SMn จะมีค่าสูง 1.65 เปอร์เซ็นต์ ซึ่งจะส่งผลให้เหล็กใช้งานสำหรับทนการเสียดสีสูง โดย SMn 420 จะใช้ชุบแข็งโดยวิธี CASE HARDENING (โดยการเติมคาร์บอนที่ผิวแล้วชุบให้แข็งที่ผิว)<br>ตารางที่ 10<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab10.jpg"><br>ตารางที่ 10 เป็นเหล็กโครเมียม โดยมี SCr 415 และ 420 ซึ่งมีเปอร์เซ็นต์ต่ำ ต้องชุบด้วยวิธี CASE HARDENING<br>ตารางที่ 11<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab11.jpg"><br>ตารางที่ 11 เหล็กโครเมียม จะสังเกตุเห็นได้ว่านอกจากเปอร์เซ็นต์ของ 5 ธาตุหลักแล้ว มีธาตุโครเมียมเพิ่มเข้าไป เพื่อทนต่อการใช้งานและการสึกหรอ ทำให้เหล็กแข็งแรงขึ้น<br>ตารางที่ 12<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab12.jpg"><br>ตารางที่ 12 แสดงถึงเหล็กที่มีทั้งโครเมียมและโมลิบดินั่ม จึงมีชื่อว่า SCM โดยในตลาดบ้านเราจะเรียกเหล็กนี้ว่า “เหล็กหัวสีฟ้า” โดยร้านขายเหล็กนี้ที่เป็นเพลากลม เหลี่ยม จะทาสีที่หัวเป็นสีฟ้า เพื่อให้สังเกตเห็นได้ง่าย<br> เหล็กนี้ใช้กันมากในการทำชิ้นส่วนยานยนต์ที่ต้องการความแข็ง – เหนียว เช่น ลูกหมาก เพลา เฟืองรถยนต์ กระบอกปืน กระบอกไฮดรอลิค<br> เบอร์ที่บ้านเรารู้จักกันดีมากคือ SCM4 (ชื่อเดิม) ชื่อใหม่คือ SCM 440<br> เราอาจเคยได้ยินหรือเห็นเครื่องมือประแจปากตายที่โฆษณาว่าเป็นเหล็ก โคร-โม ซึ่งหมายถึง เหล็กโครเมียม โมลิบดินั่ม เป็นประแจที่ขึ้นรูปโดยวิธี DROP FORGED ก็คือเทียบแล้วคือเหล็กตัวนี้ของมาตรฐาน JIS<br>ตารางที่ 13<br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab13-1a.jpg"><br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab13-2a.jpg"><br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab13-3a.jpg"><br><img alt="" src="http://www.tsnc.in.th/upload/images/Steel_knowledge_Tab13-4a.jpg"><br>ตารางที่ 13 เหล็กไร้สนิม (เหล็กแสตนเลส) ที่บ้านเราคุ้นเคยกันกับคำว่า แสตนเลสเบอร์ 18-8 หมายถึงเปอร์เซ็นต์โครเมียมมีอย่างน้อย 18 เปอร์เซ็นต์ และนิกเกิลมีอย่างน้อย 8 เปอร์เซ็นต์ หรือตามมาตรฐาน JIS นี้คือเบอร์ SUS 304 ที่เราคุ้นเคยกันว่า เป็นเบอร์ที่ไม่ขึ้นสนิม แต่ในบ้านเราอาจมีการใช้เบอร์ 403 มาทำเป็นผลิตภัณฑ์แทน โดยเบอร์ 403 นี้ สามารถขึ้นสนิมได้ การทดสอบส่วนผสมโลหะสามารถทำได้<br>3. <u>การอบชุบเหล็กให้แข็งด้วยความร้อน (HEAT TREATMENT)</u><br> การอบชุบเหล็กให้แข็งด้วยความร้อน คือการให้ความร้อนแก่โลหะที่ต้องการให้แข็งไปถึงจุดๆ หนึ่ง ที่โครงสร้างภายในเนื้อโลหะนั้นเปลี่ยนแปลงจากแบบหนึ่งไปเป็นอีกแบบหนึ่ง แล้วทำให้โลหะนั้นเย็นลง อาจโดยการจุ่มน้ำ หรือน้ำมัน โลหะนั้นจะมีคุณสมบัติแข็งขึ้นกว่าเดิม<br> การอบชุบเหล็กมีวัตถุประสงค์เพื่อที่จะเปลี่ยนแปลงให้คุณสมบัติของโลหะนั้น ดีขึ้น เหมาะสมกับสภาพการใช้งาน เช่น ต้องการให้แข็ง ต้องการให้เหนียว หรือทนเสียดสีที่ผิวนอกและเหนียว<br>ขั้นตอนการดำเนินการอบชุบโดยสังเขป คือ<br>1. การให้ความร้อน ความร้อนจะทำให้โครงสร้างของเหล็กเปลี่ยนไป และต้องมีการเผาแช่ เนื่องจากความหนาของชิ้นงาน เพื่อให้ความร้อนกระจายตัวไปถึงภายในชิ้นงานแล้วจึงนำไปจุ่มชุบในน้ำ หรือ น้ำมัน หรือสารชุบ<br>2. เวลาในการเผาแช่ (SOAKING TIME)โดยเมื่อเราเผาชิ้นงานถึงอุณหภูมิชุบแข็ง เราต้องเผาชิ้นงานที่อุณหภูมินี้เป็นระยะเวลาหนึ่ง เพื่อเปลี่ยนโครงสร้างภายในแกนกลางของชิ้นงาน เราเรียกเวลาช่วงนี้ว่า เวลาการเผาแช่ ชิ้นงานที่มีความหนามากยิ่งต้องการเวลาในการเผาแช่มากยิ่งขึ้น<br>3. สารชุบ (QUENCHING MEDIA)หมายถึงตัวที่ทำให้เหล็กเย็นลงหลังจากการเผา อาจเป็นสาร หรือน้ำมัน หรือน้ำเป็นต้น โดยนำโลหะไปจุ่มชุบ (QUENCHING)ลงในสาร หรือน้ำมัน หรือน้ำ ให้เหล็กเย็นตัวลง เพื่อให้โครงสร้างเหล็กเหมาะสมกับการใช้งาน<br>4. การอบคืน (TEMPERING) ภายหลังจากการจุ่มชุบแล้ว เราต้องนำชิ้นงานไปอบคืน เพื่อลดแรงเครียด และความเปราะในชิ้นงาน ความแข็งจะลดลงบ้าง พร้อมทั้งเพิ่มควสามเหนียวในชิ้นงาน การอบคืนสำหรับเหล็กกล้าโดยทั่วไปมีอุณหภูมิระหว่าง 150 ºC – 300 ºC ถ้าเราปฏิบัติได้ถูกต้องในกรรมวิธีตามขั้นตอนแล้ว การอบคืนตัวก็เป็นกรรมวิธีสุดท้ายของการชุบแข็ง ซึ่งชิ้นงานก็พร้อมที่จะนำไปเจียระไนหากจำเป็น หรือใช้งานต่อไป<br> ในการอบชุบเหล็กเพื่อการผลิตชิ้นส่วนต่างๆ ของเครื่องจักร เครื่องมือ ขึ้นอยู่กับความประสงค์ของการใช้งาน เพื่อให้ได้คุณสมบัติของเหล็กตามความต้องการนั้น แบ่งการชุบออกได้เป็น 2 วิธี หรือ 2จุดประสงค์ คือ การอบชุบแข็งทั้งชิ้นงาน และการอบชุบแข็งเฉพาะผิว (CASE HARDENING)<br><u>การอบชุบทั้งชิ้นงาน</u> มีวัตถุประสงค์หลายอย่างด้วยกันคือ<br>1. การอบเพื่อลดแรงเครียดในชิ้นงาน (STRESS RELIEVING) ทำเพื่อที่จะลดแรงเครียดในชิ้นงานที่เกิดขึ้นภายหลังการรีด การเผาตีเหล็ก การเชื่อม เป็นต้น สำหรับเหล็กกล้าคาร์บอนเราต้องนำชิ้นงานนี้ไปเผาที่อุณหภูมิ 550 – 600 ºC และทิ้งให้อยู่ในอุณหภูมินี้ 1 – 2 ชั่วโมง แล้วค่อยๆ ปล่อยให้เย็นตัวช้าๆ ในเตา ก็จะได้ชิ้นงานที่นำไปใช้แล้วจะไม่เกิดการบิดงอภายหลัง<br>2. การอบเพื่อให้อ่อน (ANNEALING OR SOFT ANNEALING)เป็นกรรมวิธีที่ใช้ทำกับเหล็กชิ้นส่วนเครื่องจักร เครื่องมือ จากโครงสร้างแข็งให้เหนียวเพิ่มมากขึ้นทนต่อการรับแรงกระแทก ไม่แตกหักง่าย โดยการให้ความร้อนแก่เหล็ก อุณหภูมิที่ถูกต้องแน่นอน จำเป็นต้องศึกษาจากแผนภูมิของเหล็กแต่ละชนิดไป<br> การอบจะต้องอบให้ร้อนจนทั่วทั้งชิ้นงาน และปล่อยให้เย็นตัวช้าๆ ภายในเตาแล้วจึงนำออกมา วัตถุประสงค์ของการอบให้อ่อนนี้เพื่อทำให้ชิ้นส่วนต่างๆ ที่ผลิต เกิดความเหนียวมากขึ้น เพื่อนำไปกลึง เจาะ หรือแต่งขนาดได้ง่ายขึ้น เช่น ชิ้นส่วนที่ผ่านการทุบขึ้นรูป เช่นเพลาข้อเหวี่ยง<br>3. วิธีการเผาและปล่อยให้เย็นในอากาศ (NORMALIZING)วิธีการนี้เป็นวิธีการอบเผาเหล็กให้ร้อนขึ้นอย่างช้าๆ จนถึงอุณหภูมิตามที่ต้องการแล้วปล่อยให้เย็นตัวในอากาศ โดยนำชิ้นส่วนเหล่านั้นออกจากเตา ปล่อยให้เย็นตัว<br>4. การอบชุบแข็งทั้งชิ้นงาน (OVERALL HARDENING) ใช้สำหรับการอบชุบเหล็กให้แข็งทั้งชิ้นงาน เพื่อวัตถุประสงค์ของการใช้งาน เช่น ดอกสว่าน ตะไบ เป็นต้น<br>- การอบชุบแข็งเฉพาะที่ผิว (CASE HARDENING)<br> มีชิ้นงานหลายชนิดที่จำเป็นต้องแข็งเฉพาะผิวหน้า เพื่อทนการเสียดสี แต่ต้องเหนียวภายในเพื่อรับแรงกระแทก เช่น ฟันเฟือง เพลาลูกเบี้ยว สลักก้านสูบ เป็นต้น<br> วัตถุประสงค์ของการชุบโดยวิธีนี้คือ ให้ผิวมีความแข็งประมาณ 50 – 60 HRC ทนการเสียดสี ส่วนภายในไม่เกิน 40 HRCโดยใช้เหล็กคาร์บอนปานกลาง หรือใช้ MILD STEEL (คาร์บอนต่ำ) และใช้วิธีเติมคาร์บอนที่ผิว แล้วจึงนำมาอบชุบให้แข็งที่ผิวอีกครั้ง<br>กรรมวิธีการอบชุบแข็งที่ผิวทำได้โดย<br>1. การเติมคาร์บอนที่ผิวเหล็ก (CARBURIZING PROCESS)ใช้กับเหล็กเหนียวธรรมดา มีคาร์บอนไม่เกิน 0.30% ชุบไม่แข็งเพราะไม่มีคาร์บอนพอในการเปลี่ยนแปลงโครงสร้าง จึงต้องนำเหล็กพวกนี้มาทำให้มีคาร์บอนมากขึ้นตามกรรมวิธี CARBURIZING เสียก่อน โดยทำได้คือ<br>1.1 โดยกรรมวิธี PACK CARBURIZING กรรมวิธีนี้เป็นวิธีเก่าแก่ทำกันมานาน เพราะเป็นวิธีที่ลงทุนน้อย ได้ความลึกในการชุบแข็งมาก เหล็กซึ่งเหมาะกับงานชนิดนี้ ได้แก่ เหล็กคาร์บอนต่ำ คือมีเปอร์เซ็นต์คาร์บอนไม่เกิน 0.3% และเหล็กผสมเปอร์เซ็นต์ต่ำ (LOW ALLOY STEEL)<br> สารที่ใช้เผาเป็นส่วนผสมของถ่านไม้ ถ่านหิน ซึ่งมีคาร์บอนมาก และสารที่เป็นตัวในการเกิดปฏิกริยาได้แก่ แบเรียมคาร์บอเนต หรือโซเดียมคาร์บอเนต ตามส่วนประกอบที่พอเหมาะ ซึ่งสารเหล่านี้เมื่อได้รับความร้อนถึงประมาณ 900 ºC จะกลายเป็นคาร์บอนไดออกไซด์ และคาร์บอนมอนนอกไซด์ แก๊สที่เกิดขึ้นนี้จะทำปฏิกริยากับผิวเหล็ก ทำให้เหล็กถูกคาร์บอนในแก๊สรับเข้าไปที่ผิวและซึมลึกลงไปในเนื้อเหล็กได้ ประมาณ 1 – 3 มม. ในเวลา 3 – 4 ชม. โดยสามารถเติมคาร์บอนที่ผิวได้ในเปอร์เซ็นต์ที่สูง 0.8 – 1.1 เปอร์เซ็นต์<br> เหล็กเหล่านี้หลังจากเติมคาร์บอนที่ผิวแล้ว นำมาชุบแข็งด้วยน้ำหรือน้ำมันเหมือนกับเหล็กที่มีคาร์บอนสูง จะทำให้บริเวณผิวที่มีคาร์บอนผสมอยู่แข็งมากเหมือนชุบเหล็กคาร์บอนสูง ส่วนภายในเนื้อเหล็กที่คาร์บอนเข้าไม่ถึง จะยังคงเป็นเหล็กธรรมดามีความเหนียว<br>1.2 วิธีการเติมคาร์บอนโดยจุ่มในสารหลอมไซยาไนด์ (CYANIDING SALT BATH)ในกรณีนี้ปฏิกริยาในการเกิดแก๊สคล้ายกันกับข้อ 1.1 ต่างกันแต่ว่าสารที่ให้คาร์บอนเป็นของเหลือ เช่น โซเดียมไซยาไนด์ หรือโปแตสเซียมไซยาไนด์ ประมาณ 28 – 30 % ในงานผิวแข็งลึกปานกลาง และ 30 – 40% ในงานผิวแข็งลึกมาก อุณหภูมิในการให้ความร้อนเผาไซยาไนด์ประมาณ 850 – 950 ºC<br> วิธีทำคือ หลอมละลายสารโซเดียมไซยาไนด์ หรือโปแตสเซียมไซยาไนด์ ด้วยหม้อเหล็กโดยเตาน้ำมัน หรือเตาไฟฟ้า หรืออื่นๆ<br> โดยแช่เหล็กที่เป็นชิ้นส่วนงานลงในไซยาไนด์หลอมละลายและให้ความร้อนจนถึง ประมาณ 900ºC แล้วแช่ไว้ที่อุณหภูมินี้ประมาณ 2 – 3 ชั่วโมง แล้วแต่ความลึกของความแข็งที่ต้องการ หลังจากนั้นจึงนำชิ้นส่วนเหล่านั้นไปชุบน้ำหรือน้ำมัน หลังจากนั้นจึงนำมาอบคืนไฟเพื่อลดแรงเครียดต่อไป<br>2. การใช้แก๊สไนโตรเจนอบชุบผิวให้แข็ง (กรรมวิธี NITRIDING)<br> เป็นวิธีการชุบผิวแข็งโดยใช้แก๊สไนโตรเจนเป็นตัวทำให้แข็งแทนคาร์บอนใน เนื้อเหล็กและใช้กันมากในปัจจุบัน ใช้สำหรับงานที่ต้องการผิวแข็งมาก ความแข็งที่ได้รับจากการอบชุบด้วยวิธีนี้จะแข็งเฉพาะผิวบางๆ และไม่อ่อนตัวเมื่อถูกความร้อน ไม่เป็นสนิม ไม่ผุกร่อนง่าย ใช้กันมากในการอบชุบชิ้นส่วนของเครื่องบิน วิธีทำคือ อบเผาชิ้นงานในเตาซึ่งปิดมิดชิดอุณหภูมิประมาณ 450 – 540 ºC แล้วอัดแก๊สแอมโมเนียเข้าไปทำปฏิกริยากับเหล็ก แก๊สแอมโมเนียเมื่อถูกความร้อนจะแตกตัวเป็นแก๊สไนโตรเจนและไฮโดรเจน ทำปฏิกริยากับธาตุที่ผสมอยู่ในเหล็ก คือ โครเมียม อลูมิเนียม โมลิบดินั่ม และแวนาเดียม และเกิดเป็นสารผสมชนิดใหม่เกาะอยู่รอบๆ บริเวณผิวเหล็ก โดยเกิดปฏิกริยาขึ้นอย่างช้าๆ ได้ความลึกผิวแข็ง บางมาก และใช้เวลานาน โดยความลึกผิวแข็งที่ได้ส่วนใหญ่จะได้ไม่มากเกิน 0.3 มม. ถ้าต้องการผิวลึกกว่านี้อาจจะต้องใช้เวลานานมาก<br> เหล็กที่จะชุบด้วยวิธีนี้ต้องใช้เหล็กที่มีธาตุโครเมียม อลูมิเนียม โมลิบดินั่ม และแวนาเดียม เหล็กคาร์บอนธรรมดาชุบด้วยวิธีนี้ไม่ได้ การอบชุบด้วยวิธีนี้จึงมีราคาแพงมาก<br>3. การชุบผิวแข็งด้วยเปลวไฟ (FLAME – HARDENING) มีงานหลายชนิดที่ต้องการผิวแข็งเพียงส่วนใดส่วนหนึ่ง งานประเภทนี้โดยมากเป็นงานชิ้นใหญ่ๆ ไม่สามารถนำเข้าเตาหรืออบชุบด้วยวิธีอื่นได้ เช่น เฟืองใหญ่ๆ ที่ต้องการชุบแข็งที่ขอบของเฟืองเท่านั้น<br> งานเหล่านี้จะต้องชุบแข็งแต่ละส่วนด้วยการเผาด้วยเปลวไฟจากแก๊สอะแซทีลีนและ ออกซิเจน เช่นเดียวกับการเชื่อมเหล็ก โดยออกแบบหัวเผาให้เหมาะสมกับรูปร่างของงานและมีน้ำฉีดออกมาตามรอยเผาในเวลา ไล่เลี่ยกัน คือ หลังจากเผาจนร้อนแดงแล้ว หัวเผาควรออกแบบให้เดินได้โดยอัตโนมัติ วิธีนี้ต้องอาศัยความชำนาญในการปรับแก๊สเปลวไฟและปรับความเร็วเดินเครื่อง<br>4. การชุบแข็งด้วยเครื่องไฟฟ้าเหนี่ยวนำความถี่สูง (INDUCTION HARDENING) การชุบวิธีนี้คล้ายกับการชุบด้วยเปลวไฟ ต่างกันอยู่ที่ตัวให้ความร้อนใช้ไฟฟ้า โดยใช้ขดท่อทองแดงซึ่งเป็นขดท่อเหนี่ยวนำโดยมีกระแสไฟฟ้าเหนี่ยวนำความถี่ สูง ขดท่อทองแดงจะต้องออกแบบให้เหมาะสมกับผิวหน้าของรูปร่างกับงานที่ต้องการชุบ แข็ง โดยขดท่อทองแดงให้ขนานไปกับผิวหน้าของชิ้นงาน ให้มีระยะห่างเล็กน้อย แต่ไม่ติดกับเหล็กและมีท่อน้ำมีแรงดันฉีดพ่นออกมาขนานไปกับขดท่อเหนี่ยวนำ<br> ความร้อนที่เกิดขึ้นจากการเหนี่ยวนำจะร้อนรวดเร็วมากเหมือนกับการเผาและชุบในเวลาเพียง 20 – 60 นาทีเท่านั้น<br>โครงสร้างการทำผิวแข็งโดยใช้กระแสไฟฟ้าเหนี่ยวนำ<br>(Induction Hardned Structure)<br><img alt="" src="http://www.tsnc.in.th/upload/images/InductionHardened-M.jpg"><br>ภาพถ่ายจากชิ้นงานจริง <p><u>โครงสร้าง</u><br>โครงบริเวณผิวของชิ้นงาน (จากซ้ายไปขวา) บริเวณผิวจะเกิดมาเทนไซด์เกรนละเอียด <p><u>กำลังขยาย</u><br>500 เท่า <p><u>น้ำยากัดผิวหน้าชิ้นงาน</u><br>3% Nital (ใช้เวลา 9 – 11 วินาที) <p><u>ส่วนประกอบทางเคมีของชิ้นงาน</u><br>C 0.46%, Si 0.24%, Mn 0.69%, P 0.020%, S 0.022% <p><u>การอบชุบด้วยความร้อน</u><br>- <p><u>ความแข็ง</u><br>HRC 60 <p><u>การทนแรงดึง</u><br>จะขึ้นอยู่กับเส้นผ่าศูนย์กลาง และความลึกที่ทำการเหนี่ยวนำด้วย <p> การชุบแข็งด้วยวิธีใช้กระแสไฟฟ้าเหนี่ยวนำ จะช่วยเพิ่มความแข็งและคุณสมบัติการล้าตัวของเหล็กกล้า เมื่อเปรียบเทียบกับกรรมวิธีจุ่มชุบแข็งด้วยวิธีธรรมดา เพราะเกิดโครงสร้างละเอียด และเกิดความเค้นแรงอัดค้างอยู่ในเนื้อโลหะเนื่องจากการให้ความร้อน การเย็นตัวของชิ้นงานเป็นไปอย่างรวดเร็ว แต่คุณสมบัติเหล่านี้จะหมดไปถ้าทำการ tempering<br><img alt="" src="http://www.tsnc.in.th/upload/images/InductionHardened2-M.jpg"><br>ภาพถ่ายจากชิ้นงานจริง<br>โครงสร้างคาร์บูไรด์<br>(Carburized Structure)<br><img alt="" src="http://www.tsnc.in.th/upload/images/CarburizedStructure.jpg"><br>ภาพถ่ายจากชิ้นงานจร <p>ที่มา : <a title="http://www.tsnc.in.th" href="http://www.tsnc.in.th">http://www.tsnc.in.th</a></p> Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-91447913612077663552012-02-20T22:25:00.001-08:002012-02-20T22:25:44.566-08:00ชนิดของเครื่องสูบน้ำดับเพลิง (Fire pump)<div class="wlWriterHeaderFooter" style="float:none; margin:0px; padding:4px 0px 4px 0px;"><iframe src="http://www.facebook.com/widgets/like.php?href=http://toolsengineer.blogspot.com/2012/02/fire-pump.html" scrolling="no" frameborder="0" style="border:none; width:450px; height:80px"></iframe></div><p>เครื่องสูบน้ำดับเพลิง (<em>Fire pump</em>) และอุปกรณ์ควบคุม มีเกณฑ์กำหนดที่แตกต่างไปจากเครื่องสูบน้ำธรรมดา ที่มีการติดตั้งเป็นประจำ เครื่องสูบน้ำธรรมดามีการใช้งานและดูแลรักษาอยู่เป็นประจำ ส่วนเครื่องสูบน้ำดับเพลิง (<em>Fire pump</em>) มีการใช้งานเฉพาะระยะเวลาทดสอบระบบและเมื่อเกิดเพลิงไหม้เท่านั้น ถึงแม้ว่าระยะเวลาใช้งานและทดสอบจะน้อยมาก แต่เราก็ต้องการให้ระบบดับเพลิงสามารถทำงานได้ทันทีที่ต้องการเครื่องสูบน้ำ ดับเพลิง (<em>Fire pump</em>) และอุปกรณ์ควบคุมจะต้องได้รับการออกแบบให้ทำงานได้ในภาวะฉุกเฉินหลายอย่าง พร้อมๆกัน เช่น ในขณะมีลมพายุ ฟ้าผ่า เป็นต้น โดยมิต้องมีคนคอยควบคุมอยู่ด้วย ในขณะที่เครื่องสูบน้ำธรรมดาได้รับการป้องกันจากไฟฟ้าลัดวงจร แรงดันไฟฟ้าต่ำหรือสภาพความเสียหายอื่นๆ แต่เครื่องสูบน้ำดับเพลิง (<em>Fire pump</em>) จะต้องได้รับการออกแบบให้ทำงานต่อไปไม่ว่าจะอยู่ในภาวะใดเพื่อการจัดส่งน้ำสำหรับการผจญเพลิง ดังนั้นเครื่องสูบน้ำดับเพลิง (<em>Fire pump</em>) และอุปกรณ์ควบคุมจึงต้องมีข้อกำหนดพิเศษออกไป ในสหรัฐอเมริกาผู้ที่วางข้อกำหนดของอุปกรณ์สำหรับระบบเหล่านี้ คือ Underwriters Laboratories Inc. (UL) หรือ Factory Mutual Engineering Association (FM) สำหรับคุณลักษณะของการสูบน้ำ NFPA ได้วางเกณฑ์กำหนดเอาไว้ว่า <p><img src="http://www.booster-tech.com/images/Tips23-1.gif" width="440" height="300"> <p><strong>เครื่องสูบน้ำดับเพลิง (Fire pump) แบบ Horizontal split case centrifugal pump</strong> <p>- เครื่องสูบน้ำแบบหอยโข่ง (<em>Centrifugal pump</em>) และแบบเทอร์บายน์ (vertical turbine pump) จะต้องสามารถจ่ายน้ำได้ 150% ของที่ระบุ (rate flow rate) โดยที่ให้ความดันน้ำไม่น้อยกว่า 65% ของที่ระบุ (rate head) <ul> <ul> <p>- เครื่องสูบน้ำแบบหอยโข่ง (<em>Centrifugal pump</em>) จะต้องให้ความดันน้ำในขณะที่ไม่มีการไหลไม่เกิน 120% ของความดันระบุ ส่วนเครื่องสูบน้ำแบบเทอร์บายน์จะต้องให้ความดันน้ำไม่เกิน 140% ของความดันระบุในขณะที่ไม่มีการไหล</p></ul></ul> <p><img src="http://www.booster-tech.com/images/Tips23-2.jpg" width="600" height="313"> <p><strong>การติดตั้งเครื่องสูบน้ำดับเพลิง (Fire pump) แบบ Horizontal split case centrifugal pump</strong> <p><img src="http://www.booster-tech.com/images/Tips23-3.jpg" width="600" height="400"> <p><strong>Vertical shaft turbine pump installation in wet pit </strong> <p>ข้อกำหนดดังกล่าวนี้มีความหมายว่า เครื่องสูบน้ำจะต้องเป็นแบบที่มี flat curve หรืออีกนัยหนึ่งเมื่ออัตราการสูบน้ำเปลี่ยนไป ความดันที่เครื่องสูบน้ำจะให้กับระบบท่อจะไม่เปลี่ยนแลงไปมากนั่นเอง ทั้งนี้เพื่อให้แน่ใจว่าจะมีความดันน้ำที่สายสูบอย่างเพียงพอ <p>ชนิดของเครื่องสูบน้ำดับเพลิง (Fire pump) <br>เครื่องสูบน้ำที่ใช้ในการดับเพลิงมากที่สุดมีอยู่ 2 แบบคือ <p>- Horizontal shaft, double suction, split case centrifugal pump <p>- Vertical turbine pump <p>เครื่องสูบน้ำชนิดแรกมักจะใช้กับระบบดับเพลิงซึ่งมี ระดับน้ำในถังเก็บน้ำสูงกว่าระดับของเครื่องสูบน้ำ ทั้งนี้เพื่อหลีกเลี่ยง suction lift และการใช้ foot valve หรือมิฉะนั้นก็ต้องดูดโดยตรงจากท่อเมนประปา ในกรณีที่ระดับเครื่องสูบน้ำชนิดนี้อยู่สูงกว่าระดับน้ำในถังเก็บน้ำ ก็จะต้องจัดให้มี priming tank เพื่อให้แน่ใจว่าเครื่องสูบน้ำ พร้อมที่จะส่งน้ำให้กับระบบดับเพลิงได้ตลอดเวลา เครื่องสูบน้ำชนิดนี้ดังแสดงในรูป <p>โดยทั่วไปเครื่องสูบน้ำดับเพลิง (<em>Fire pump</em>) ที่ใช้ในโครงการจะเป็นชนิด Horizontal split case centrifugal pump โดยจะทำหน้าที่สูบน้ำ จากบ่อกักน้ำที่มีระดับต่ำกว่า,เท่ากัน, สูงกว่าเครื่องสูบน้ำดับเพลิง (Fire pump) การต่อท่อทางด้านดูดอาจจำเป็นต้องใช้ข้อลด ในกรณีที่ ขนาดเส้นผ่านศูนย์กลางของท่อน้ำดับเพลิง มีขนาดไม่เท่ากันกับขนาดเส้นผ่านศูนย์กลางทางด้านดูดของเครื่องสูบน้ำ ข้อลดที่ติดตั้งในแนวนอนต้องเป็น ข้อลดเยื้องศูนย์ (Eccentric reducer) เสมอ ทั้งนี้หากบ่อกักน้ำมีระดับต่ำกว่า หรือเท่ากับเครื่องสูบน้ำดับเพลิง (<em>Fire pump</em>) การติดตั้งข้อลดเยื้องศูนย์จะต้องให้ด้านบนเรียบ แต่ถ้าบ่อกักน้ำมีระดับสูงกว่า การติดตั้งข้อลดเยื้องศูนย์จะต้องให้ด้านล่างเรียบ ทั้งนี้เพื่อป้องกันมิให้เกิด Air pocket และสามารถไล่อากาศออกจากท่อง่ายที่สุด อีกประการหนึ่ง ข้องอที่ใช้ต่อต้องมีขนาดเส้นผ่านศูนย์กลางเท่ากับท่อน้ำดับเพลิง ห้ามมิให้ใช้ขนาดเส้นผ่านศูนย์กลาง เท่ากับขนาดของด้านดูดของเครื่องสูบน้ำดับเพลิง (<em>Fire pump</em>) โดยเด็ดขาด <p><img src="http://www.booster-tech.com/images/Tips23-4.gif" width="400" height="269"> <p><img src="http://www.booster-tech.com/images/Tips23-5.gif" width="400" height="269"> <p>การติดตั้งข้อลดเยื้องศูนย์บริเวณเครื่องสูบน้ำดับเพลิง (<em>Fire pump</em>) ที่ถูกต้อง <p>ในกรณีที่มีพื้นที่ในการติดตั้งจำกัด ผู้ออกแบบอาจเลือกใช้ vertical shaft, double suction, split case centrifugal pump ก็ได้ เครื่องสูบน้ำชนิดนี้ใช้พื้นที่เพียง 1/3 ของแบบแรกที่กล่าวมาแล้วเท่านั้น ถ้าถังเก็บน้ำอยู่ใต้ดินระดับต่ำกว่าเครื่องสูบน้ำ ควรจะใช้ vertical turbine pump ซึ่งสามารถติดตั้งให้ตัวสูบจุ่มอยู่ในน้ำได้ <p>ที่มา : <a title="http://www.booster-tech.com/" href="http://www.booster-tech.com/">http://www.booster-tech.com/</a></p> Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-15400218512829882122012-02-20T22:11:00.001-08:002012-02-20T22:11:40.254-08:00ความรู้พื้นฐานเกี่ยวกับเทคโนโลยีเครื่องสูบน้ำ<div class="wlWriterHeaderFooter" style="float:none; margin:0px; padding:4px 0px 4px 0px;"><iframe src="http://www.facebook.com/widgets/like.php?href=http://toolsengineer.blogspot.com/2012/02/blog-post.html" scrolling="no" frameborder="0" style="border:none; width:450px; height:80px"></iframe></div><p>ในบรรดาเครื่องสูบน้ำที่หลากหลาย นั้น เครื่องสูบน้ำโวลูท (หรือที่รู้จักกันแพร่หลายในประเทศไทย หรืออีกชื่อหนึ่งคือเครื่องสูบหอยโข่ง ( volute pump) ถือเป็นเครื่องสูบน้ำที่ได้รับการพัฒนาก้าวหน้ามากที่สุด เพราะว่าสามารถสูบน้ำได้ในอัตราที่สูง และมีการใช้งานได้หลากหลายรูปแบบ <p><strong><br>หลักการทำงานของเครื่องสูบน้ำชนิดหอยโข่ง (โวลูท)</strong> <p>เครื่องสูบน้ำชนิดโวลูท ดูดน้ำและส่งน้ำได้อย่างไร ?<br>ในสมัยที่เราเป็นเด็กเราคงเคยทดลองเล่น โดยให้น้ำหยดบนร่มที่กำลังหมุนใช่ไหม? น้ำหยดเล็กๆ จะถูกเหวี่ยงให้กระจายออกจากร่มที่กำลังหมุนอยู่นั้นในทำนองเดียวกันถ้าเรา ขว้างตุ้มฆ้อน เราต้องหมุนตัวเราให้เร็วที่สุดก่อน เพื่อที่จะขว้างตุ้มค้อนให้ได้ไกลที่สุดเท่าที่จะไกลได้ <p>ขอให้เรามาทำการทดลองดูสักอย่าง โดยอาศัยเครื่องมือง่ายๆ ที่ปรากฏในรูปข้างซ้ายมือนี้ เมื่อใบพัด (impeller) ที่ก้นของอุปกรณ์หมุนน้ำจะหมุนตามไปด้วย การหมุนทำให้ผิวน้ำยุบตัวต่ำที่สุดตรงส่วนกลาง และระดับน้ำสูงสุดตามบริเวณขอบของอุปกรณ์ เหตุผลก็คือว่าน้ำเคลื่อนที่ออกจากศูนย์กลางของการหมุนภายใต้การกระทำของแรง หนีศูนย์กลางที่เกิดจากการหมุนนั้น ความดันภายในของน้ำจะลดที่บริเวณศูนย์กลางแต่จะเพิ่มมากขึ้นที่บริเวณขอบ <p>โดยหลักการแล้วเครื่องสูบน้ำชนิด โวลูทก็เหมือนกับอุปกรณ์ทดลองที่แสดงมาแล้วข้างบนนี้ คือเมื่อใบพัดในเครื่องสูบหมุน ความดันของน้ำจะเพิ่มมากขึ้น เพราะแรงหนีศูนย์กลางน้ำจะถูกเหวี่ยงออกจากบริเวณศูนย์กลางการหมุนอย่างต่อ เนื่อง <p><strong><br>ลักษณะของเครื่องสูบน้ำชนิดหอยโข่ง</strong> <p>โดยปกติเราจะใช้ตัวแปร 4 ตัวแปร เป็นเครื่องบอกลักษณะการทำงานของเครื่องสูบน้ำแต่ละขนาด ลักษณะการทำงานของเครื่องสูบน้ำแต่ละขนาดโดยใช้ตัวแปร 4 ตัวเป็นตัววัดเรียกว่า พฤติลักษณะ (characteristic) ของเครื่องสูบ ตัวแปรเหล่านี้ได้แก่อัตราการสูบ ,เฮดหรือความสูงของน้ำที่สามารถส่งขึ้นไปได้ ,กำลังที่เพลา และประสิทธิภาพ <ol> <li>อัตราการสูบ (Flow Rate) หมายถึงปริมาณ หรือจำนวนของน้ำที่เครื่องสูบแต่ละเครื่องสูบได้ต่อหน่วยของเวลา โดยมากจะใช้หน่วยของอัตรสูบ ม3 /นาที หรือ ลิตร/นาที อย่างไรก็ตามขนาดของเครื่องสูบนิยมเรียกตามขนาดของท่อดูด ดังนั้นมาตรฐานอุตสาหกรรมญี่ปุ่น (JIS) จึงได้จัดทำตารางเครื่องสูบที่แสดงความสัมพันธ์ระหว่างขนาดท่อดูดที่เหมาะสม ที่อัตราการสูบหนึ่งๆ ดังแสดงในตารางด้านซ้ายมือ <li>เฮด (Head) คือแรงดัน หรือความสูงที่เครื่องสูบน้ำทำได้ ถือเป็นธรรมเนียมว่าให้ใช้ หน่วยความสูงของน้ำที่เป็นค่าเฮด และใช้หน่วยเป็นเมตร (ม.) พฤติลักษณะของเครื่องสูบแบบโวลูทก็คือ อัตราการไหลจะเป็นปฎิภาคกลับกับเฮด หรืออีกนัยหนึ่งก็คือว่าถ้าอัตราการไหลสูงเฮดจะต่ำ และถ้าอัตราการไหลต่ำเฮดจะสูง เราสามารถสร้างชาร์ตแสดงความสัมพันธ์ของอัตราการไหลกับเฮดได้โดยให้เฮดอยู่ ในแนวแกนตั้ง และอัตราการไหลในแนวแกนนอน อัตรการไหลที่เฮดต่างๆ เมื่อกำหนดแต่ละค่า และเชื่อมต่อจุด (พลอต) เหล่านี้ด้วยกันก็จะได้เส้นโค้งที่ลดต่ำลงจากซ้ายไปขวาดังรูปที่แสดงทางซ้าย มือ <li>กำลังเพลา (Shaft power) กำลังของเครื่องดันกำลังเป็นสิ่งจำเป็นสำหรับการขับเพลาของเครื่องสูบน้ำให้ หมุนตามรอบที่กำหนด กำลังเครื่องฉุดถ่ายทอดผ่านเพลาไปสู่เพลาของเครื่องสูบน้ำ เรียกว่า กำลังเพลา ถ้าเราจะสร้างชาร์ตแสดงให้เห็นความสัมพันธ์ระหว่างกำลังเพลากับอัตราการไหล เราก็สามารถทำได้เช่นเดียวกับชาร์ตแสดงความสัมพันธ์ของเฮดกับอัตราการไหล โดยให้แกนนอนเป็นอัตราการไหลเหมือนเดิม แต่ให้แกนตั้งเป็นกำลังเพลาแทน ในกรณีเช่นนี้กราฟจะโค้งตกจากขวาไปซ้าย กำลังของเครื่องสูบจะต้องมีมากพอที่จะชดเชยกำลังที่สูญเสียไปในเพลา โดยปกติแล้วจะใช้มอเตอร์ไฟฟ้าเป็นเครื่องดันกำลัง ในกรณีอย่างนี้จะคิดเป็นกิโลวัตต์ (kW) แต่ถ้าเป็นเครื่องสูบเป็นเครื่องยนต์กำลังสูบคิดเป็นแรงม้า (PS) <li>ประสิทธิภาพ (Efficiency) สัดส่วน (ratio) ของงานที่ได้จากเครื่องสูบ (หมายถึง กำลังที่ใช้ในการยกน้ำทางทฤษฏี) เมื่อเปรียบเทียบกับกำลังของเพลาที่ได้จากเครื่องฉุด เรียกว่าประสิทธิภาพ ค่านี้มักจะแสดงหน่วยเป็นเปอร์เซนต์ (%) เส้นโค้งแสดงพฤติลักษณะของเครื่องสูบน้ำเมื่อใช้แกนตั้งเป็นประสิทธิภาพ และแกนนอนเป็นอัตราการไหลจึงมีลักษณะดังแสดงในรูปซ้ายมือ </li></ol> <p><strong><br>คุณลักษณะของเครื่องสูบน้ำ</strong> <p><strong>การแบ่งลักษณะของปั๊มใบพัดหมุน (Turbo Pump)</strong> <p>ปั๊มน้ำใบพัดหมุนอาจแบ่งแยกง่ายๆ ตามลักษณะใบพัดได้ 3 ชนิดดังนี้ <ul> <li>ปั๊มหอยโข่งแรงเหวี่ยงหนีศูนย์ (Centrifugal Pump) เฮดน้ำเกิดจากแรงเหวี่ยงหนีศูนย์จากการหมุนของใบพัด ใช้กันอย่างแพร่หลาย สามารถใช้เฮดน้ำสูง <li>ปั๊มน้ำการไหลแบบผสม (Mixed Flow Pump) ปั๊มชนิดนี้เฮดน้ำเกิดจากแรงเหวี่ยงหนีศูนย์ของใบพัดส่วนหนึ่ง และเกิดจากแรงดึงน้ำของใบพัด (Impeller Lift) อีกส่วนหนึ่ง <li>ปั๊มน้ำการไหลตามแนวแกน (Axial Flow Pump) เฮดน้ำจากปั๊มประเภทนี้เกิดจากแรงที่ใบพัดกระทำต่อของเหลวตามแนวแกน ปั๊มชนิดนี้ใช้กันแพร่หลาย เมื่อต้องการปริมาณการไหลมาก และเฮดต่ำ <li>ปั๊มน้ำทั้ง 3 ชนิดข้างบนยังสามารถแยกย่อยตามลักษณะเรือนปั๊ม (Casing) และใบพัด (Impeller) </li></ul> <p><strong><br>เรือนปั๊ม (CASING)</strong> <p>ปั๊มแบบโวลูท (Volute) & ปั๊มแบบดิฟฟิวเซอร์ (Diffuser) การไหลของน้ำที่ความเร็วสูงจะต้องถูกแปลงเป็นแรงดันน้ำอย่างมีประสิทธิภาพ ปั๊มน้ำแบบดิฟฟิวเซอร์จะใช้ช่องนำน้ำ (Guide Vane) ซึ่งติดตั้งติดกับใบพัดแปลงแรงดัน ในขณะที่ปั๊มแบบโวลูทจะแปลงความเร็วการไหลเป็นแรงดันโดยใช้โข่งเกลียว (Spiral Casing) ปั๊มแบบโวลูทจะได้รับความนิยมสูงกว่า เพราะมีประสิทธิภาพดี ใช้ได้กับช่วงปริมาณการไหลกว้าง ,ผลิตง่าย และมีขนาดกะทัดรัด ในขณะที่ปั๊มน้ำแบบดิฟฟิวเซอร์จะใช้กับงานพิเศษ เช่น ปั๊มน้ำบ่อลึก <p><strong><br>ชนิดการดูดน้ำ (SUCTION TYPE)</strong> <p>ดูดน้ำทางเดียว (Single Suction) & ดูดน้ำสองทาง (Double Suction) ในกรณีที่ทางดูดน้ำทางเดียวไม่เพียงพอที่จะดูดปริมาณน้ำมากๆ จะมีปั๊มน้ำชนิดที่มี 2 ใบพัดวางหลังชนกัน และมีทางดูดน้ำอยู่ทั้ง 2 ข้าง ซึ่งอาจเรียกว่าปั๊มแบบดูดน้ำสองทาง ปั๊มแบบทางดูด 2 ทางสามารถเพิ่มประสิทธิภาพในการทำงาน และรุนแรงตามแนวแกน จะสมดุลทางทฤษฏี อย่างไรก็ตามเนื่องจากโครงสร้างปั๊มที่ซับซ้อน ทำให้มีการใช้งานเฉพาะค่อนข้างจำกัด <p><strong><br>ปั๊มน้ำหลายสเตจ (หลายชุดใบพัด)</strong> <p>ในกรณีที่ปั๊มน้ำใบพัดเดียวไม่ สามารถสร้างเฮดน้ำที่ต้องการได้ ในกรณีนี้ปั๊มที่มีหลายๆ ชุดใบพัดเรียงกันแบบอนุกรมจะเฮดน้ำได้มากกว่าปั๊มน้ำที่ให้เฮดน้ำสูงๆ ส่วนใหญ่เป็นปั๊มน้ำหลายสเตจ (หลายใบพัด) <p><strong><br>ปั๊มน้ำแบบไม่สามารถล่อน้ำเอง (Non-Self-Priming Pump) และปั๊มน้ำที่สามารถล่อน้ำเอง (Self-Priming Pump)</strong> <p>ในการใช้งานปั๊มน้ำทั่วไป เราจะต้องล่อน้ำ โดยการเติมน้ำลงในปั๊มเพื่อให้มีน้ำเต็มระหว่างปั๊มลงไปถึงปลาย ท่อดูดน้ำ ในขณะที่ปั๊มน้ำแบบสามารถล่อน้ำเองทำงานตามขั้นตอนดังนี้ <ol> <li>ก่อนการใช้งาน จะต้องมีน้ำขังในเรือนปั๊ม และใบพัดจุ่มในน้ำ <li>เมื่อเริ่มใช้งาน ใบพัดหมุนสร้างสูญญากาศในปั๊มอากาศในท่อดูดถูกดึงเข้าปั๊มในขณะที่ท่อทางออก ส่วนน้ำจะยังคงหมุนวนในช่วงใบพัด <li>เมื่ออากาศถูกดึงออกจากท่อดูดจนหมด น้ำจะขึ้นมาเต็มท่อ และปั๊มน้ำดูดส่งได้ตามปกติ </li></ol> <p><strong><br>ปั๊มพ์จุ่ม (Submersible Pumps)</strong> <p>ปั๊มพ์จุ่มกำลังได้รับความนิยมเพิ่มขึ้นอย่างมากในช่วงหลังเนื่องจาก <ol> <li>ไม่ต้องการติดตั้ง <li>ไม่ต้องมีการล่อน้ำ (Priming) ก่อนใช้ <li>ไม่มีปัญหา คาวิเตชั่น (Cavitation) </li></ol> <p>นอกจากนี้ปั๊มพ์จุ่มในปัจจุบันยังมีมอเตอร์จุ่มน้ำ และแมคคานิคอลซีลที่มีคุณภาพดีขึ้น บวกกับราคาปั๊มพ์จุ่มที่ต่ำลงทำให้ปั๊มพ์จุ่มได้รับความนิยมขึ้นมา <p><strong><br>ปั๊มพ์อื่นๆ</strong> <p>นอกจากปั๊มพ์น้ำใช้ใบพัดที่กล่าว ข้างต้นแล้ว ยังมีปั๊มพ์ชนิดอื่น เช่น ปั๊มพ์ชัก, ปั๊มโรตารี่, ปั๊มพ์เฟือง, ปั๊มใบพัดเฟือง (Regenerative) , ปั๊มพ์สูญญากาศ, ปั๊มพ์เจ็ท, ปั๊ม air lift pump, ซึ่งส่วนใหญ่จะใช้กับงานพิเศษ ในการใช้งานทั่วไปนั้น ปั๊มพ์น้ำแบบใบพัดโดยเฉพาะปั๊มแรงเหวี่ยงหนีศูนย์แบบหอยโข่ง (Volute) จะมีใช้แพร่หลายมากที่สุด <p>ที่มา : NEOPRO</p> Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-74646700960131198602012-02-08T20:41:00.000-08:002012-02-08T20:41:20.989-08:00Video: Egg ProcessingVideo 1 : Egg Processing<br />
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Video 2: How it's made eggs</div>
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<br />Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-12589872825903807602012-01-12T20:46:00.000-08:002012-01-12T20:46:30.403-08:00E-Marketing อาวุธทรงประสิทธิภาพในโลกการส่งออก<div style="font-family: inherit;">
<span style="font-size: medium;"><strong></strong></span><strong>การตลาดออนไลน์ (online-marketing) หรือ การตลาดอิเล็กทรอนิกส์ (e-Marketing)</strong>
ในปัจจุบันนั้น
เป็นการดำเนินกิจกรรมทางการตลาดโดยใช้อินเตอร์เน็ตเป็นสื่อกลาง
และสื่ออิเล็กทรอนิกส์ที่เป็นทั้งข้อมูลและภาพเคลื่อนไหว
มาผสมผสานกับกิจกรรมและวิธีการทางการตลาดอย่างลงตัวกับลูกค้าหรือกลุ่มเป้า
หมาย เพื่อบรรลุจุดมุ่งหมายของแต่ละองค์กร โดยทั่วไปการทำการตลาด
E-Marketing จะมีส่วนที่สำคัญดังนี้
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</div>
<ol style="font-family: inherit;">
<li>เป็นการสื่อสารกับกลุ่มเป้าหมายในลักษณะเฉพาะเจาะจง (Niche Market)</li>
<li>เป็นลักษณะเป็นการสื่อสารแบบ 2 ทาง (2 Way Communication)</li>
<li>เป็นรูปแบบการตลาดแบบตัวต่อตัว (One to One Marketing หรือ
Personalize Marketing)
ที่ลูกค้าหรือกลุ่มเป้าหมายสามารถกำหนดรูปแบบสินค้าและบริการได้ตามความต้อง
การของตนเอง</li>
<li>มีการกระจายไปยังกลุ่มผู้บริโภค (Dispersion of Consumer)</li>
<li>เป็นกิจกรรมที่นักการตลาดสามารถสื่อสารไปยังทั่วทุกมุมโลก ตลอด 24 ชั่วโมง (24 Business Hours)</li>
<li>สามารถติดต่อสื่อสาร โต้ตอบ ปฏิสัมพันธ์ได้อย่างรวดเร็ว (Quick Response)</li>
<li>มีต้นทุนต่ำแต่ได้ประสิทธิผล สามารถวัดผลได้ทันที (Low Cost and Efficiency)</li>
<li>มีความสัมพันธ์กับกิจกรรมการตลาดแบบดั้งเดิม (Relate to Traditional Marketing)</li>
<li>มีการตัดสินใจในการซื้อจากข้อมูลข่าวสารที่ได้รับ (Purchase by Information) </li>
</ol>
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โดย E-Marketing ได้ผสมผสานแนวความคิดทางการตลาด และทางเทคนิคไว้ด้วยกัน
ทั้งด้าน การออกแบบ (Design) , การพัฒนา (Development) , การโฆษณาและการขาย
(Advertising and Sales) เป็นต้น <br />
<strong><br />
โดยมีวัตถุประสงค์เพื่อประโยชน์ในการสร้างมูลค่าเพิ่มให้แก่ธุรกิจและลูกค้า</strong>
เนื่องจากระบบทางอิเล็กทรอนิกส์สามารถสนับสนุนการร้องขอข้อมูลของลูกค้า
การจัดเก็บประวัติ และพฤติกรรมของลูกค้าเอาไว้
รวมถึงการสร้างความสัมพันธ์กับลูกค้าได้ ส่งผลต่อ
การเพิ่มและรักษาฐานลูกค้า (Customer Acquisition and Retention)
และอำนวยประโยชน์ในการประกอบธุรกิจอย่างครบถ้วน </div>
<div style="font-family: inherit;">
<br />
ในขณะที่ การตลาดแบบดั้งเดิม (Traditional Marketing)
จะมีรูปแบบที่แตกต่างจาก E-Marketing อย่างชัดเจน
โดยการตลาดแบบดั้งเดิมนั้นจะมีกลุ่มเป้าหมายที่หลากหลาย
จะไม่เน้นทำกับบุคคลใดบุคคลหนึ่ง และมักจะใช้วิธี การแบ่งส่วนตลาด
(Marketing Segmentation) <br />
<br />
โดยใช้เกณฑ์สภาพประชากรศาสตร์ หรือสภาพภูมิศาสตร์ และสามารถครอบคลุมได้บางพื้นที่ <span style="color: red;"><strong>ในขณะที่ถ้าเป็น E-Marketing จะสามารถครอบคลุมได้ทั่วโลกเลยทีเดียว</strong></span>
ด้วยเหตุนี้ธุรกิจต่างๆ จึงได้ให้ความสนใจกับอินเทอร์เน็ตเป็นอย่างมาก
รวมถึงได้มีการนำเอาแนวคิด E-Marketing มาประยุกต์ใช้อย่างแพร่หลาย
เพื่อทำการตลาดออนไลน์ให้ได้ประสิทธิภาพสูงสุด </div>
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ซึ่งความสำคัญของการตลาดออนไลน์นี้ กรมส่งเสริมการส่งออก
กระทรวงพาณิชย์ได้คาดการณ์และวางแผนรองรับไว้อย่างรอบด้านแล้ว
และหนึ่งในกิจกรรมที่สำคัญคือการสร้างเว็บไซต์ไทยเทรดดอทคอม (<a href="http://www.thaitrade.com/" target="_blank">www.thaitrade.com</a>)
ที่เปิดตัวแล้วอย่างเป็นทางการ
เป็นการนำจุดเด่นด้านออฟไลน์ของกรมส่งเสริมการส่งออก
ที่มีความเชี่ยวชาญในการจัดแสดงสินค้าทั้งในและต่างประเทศ
มาผนวกกับการตลาดเพื่อสนับสนุนการส่งออกแบบออนไลน์
ทำให้สามารถสร้างความมั่นใจให้กับผู้ซื้อในต่างประเทศ
และสร้างความเชื่อมั่นให้กับผู้ประกอบการไทย
ที่สนใจนำสินค้าของตนเองมาทำการตลาดผ่านระบบอีคอมเมิร์ซสู่ตลาดโลก <br />
<br />
ด้วยทีมงานมืออาชีพและฐานข้อมูลพร้อมคำปรึกษาที่จะคอยดูแลและช่วยบริหาร
เว็บไซต์ให้มีประสิทธิภาพสูงสุด
โดยที่ผู้ประกอบการไม่ต้องเสียค่าใช้จ่ายแต่อย่างใด
และไม่จำเป็นต้องมีความรู้เชี่ยวชาญด้านไอที
เพราะระบบถูกสร้างเพื่อให้ใช้งานได้ง่ายดาย<br />
</div>
<div style="font-family: inherit;">
ทั้งนี้กรมส่งเสริมการส่งออก กระทรวงพาณิชย์ ได้วางแผนงานที่จะให้กรมส่งเสริมการส่งออกนำ <a href="http://www.thaitrade.com/" target="_blank">www.thaitrade.com</a>
เป็นพันธมิตรกับองค์กรธุรกิจที่เกี่ยวข้องกับการทำการค้าออนไลน์ทั้งในและ
ต่างประเทศ เช่น บริษัทไปรษณีย์ไทย พันธวณิช ของไทย
ธนาคารและสถาบันทางการเงินต่างๆ อี-เบย์ (E-bay) ของสหรัฐ ราคุเทน
(Rakuten) ของญี่ปุ่น และอาลีบาบาดอทคอม (Alibaba.com) ของจีน ฯลฯ
ที่มีฐานข้อมูลผู้ซื้อออนไลน์จำนวนมหาศาล
หรือมีบริการที่เกื้อกูลกับการใช้งาน E- Marketplace
และอำนวยความสะดวกแก่ทั้งผู้ซื้อและผู้ขาย <br />
<br />
<span style="color: red;"><strong>ในขณะที่ ไทยเทรดดอทคอมมีจุดเด่นที่ฐานข้อมูลผู้ส่งออกที่มีคุณภาพ และผ่านการคัดกรองจากกรมฯเรียบร้อยแล้ว </strong></span> สำหรับ
ผู้ประกอบการผู้สนใจ สามารถสมัครเข้ามาใช้บริการได้ฟรีผ่านทางหน้าเว็บไซต์
หรือสอบถามข้อมูลเพิ่มเติมได้ที่ โทร. 0-2685-1169 อีเมล์ : <a href="mailto:ecommerce@depthai.go.th">ecommerce@depthai.go.th</a> และ <a href="mailto:ecommerce.dep@gmail.com">ecommerce.dep@gmail.com</a></div>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com1tag:blogger.com,1999:blog-4772767264821561824.post-55839993517389659672012-01-12T20:45:00.000-08:002012-01-12T20:45:08.155-08:00แผนธุรกิจบทความและเนื้อหาเกี่ยวกับธุรกิจ เช่นการทำแผนธุรกิจ การบริหารการตลาด<br />
<ul>
<li><a href="http://www.thaifranchisecenter.com/download_file/index.php?main=2" target="_blank"><span style="font-family: inherit; font-size: small;">แนวทางการเขียนแผนธุรกิจ ตัวอย่างแผนในลักษณะกิจการต่างๆ การวิเคราะห์และวางแผนธุรกิจ</span> </a></li>
</ul>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-2871522728042678162011-12-10T19:00:00.001-08:002011-12-10T22:24:18.643-08:00Steam trap<div style="font-family: inherit;">
<span style="font-size: x-small;"><span class="aa1">อุปกรณ์ดักไอน้ำ (Steam Trap)
มีวัตถุประสงค์ที่สร้างขึ้นมาก็เพื่อใช้เป็นวาล์วควบคุมแบบอัตโนมัติโดยทำ
หน้าที่ระบายน้ำร้อนออกจากระบบไอน้ำ
และต้องมีหน้าที่ระบายอากาศออกให้เร็วที่สุด
นอกจากนี้ยังทำหน้าที่อีกอย่างหนึ่งคือต้องปิดกั้นไอน้ำไม่ให้มีการรั่วไหล</span></span></div>
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<div style="color: #0b5394; font-family: inherit;">
<b><span style="font-size: x-small;"><span class="aa1">หน้าที่ของ Steam Trap</span></span></b></div>
<div style="font-family: inherit;">
<span style="font-size: x-small;"><span class="aa1">1. <span dir="LTR">ระบายน้ำร้อนที่เกิดขึ้นให้ออกไปให้เร็วที่สุดตามหลักการที่ออกแบบของอุปกรณ์</span></span>
</span></div>
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<span style="font-size: x-small;">2. <span dir="LTR">ปิดกั้นไอน้ำไม่ให้ไอน้ำมีการรั่วไหล</span></span></div>
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</span><br />
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<span style="font-size: x-small;">3. ระบายอากาศและก๊าซ ที่ไม่กลั่นตัวให้ออกไปให้เร็วที่สุด </span></div>
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<span style="color: green; font-size: x-small;"><b>สตีมแทรปมีความจำเป็นอย่างไรต่อระบบไอน้ำ </b></span><span style="font-size: x-small;"><br />
<br />
1. ในระบบไอน้ำอุปกรณ์ที่ใช้ไอน้ำต่างๆกัน เช่น
หม้ออุ่นน้ำร้อน,เครื่องอบผ้าจะรับพลังงานจากไอน้ำ เมื่อไอน้ำ
ถ่ายเทพลังงานความร้อนจะกลั่นตัวเป็นคอนเดนเสท
ซึ่งจะต้องทำการระบายออกจากระบบไอน้ำอย่างรวดเร็วหากไม่มี
การระบายออกหรือระบายออกไม่หมดคอนเดนเสทนี้จะผ่านเข้าไปในส่วนที่มีการแลก
เปลี่ยนความร้อนมีผลทำให้ ประสิทธิภาพในการถ่ายเทพลังงานความร้อน
ลดลงอย่างมาก อันเนื่องจากความแตกต่างกันของระดับพลังงานระหว่างคอน
เดนเสทกับไอน้ำ <br />
<br />
ผลกระทบอีกอย่างที่มักเกิดขึ้นในระบบไอน้ำหาก
ไม่ระบายเอาคอนเดนเสทออก ซึ่งเรียกว่า "สตีมแฮมเมอร์ (Steam Hammer)"
เป็นปรากฏการณ์ที่เกิดขึ้นอย่างรวดเร็ว
ทำให้เกิดการสั่นสะเทือนพร้อมกับเสียงกระแทก สาเหตุเนื่อง-
จากการเดือดของคอนเดนเสทที่ตกค้างอยู่ในท่อ
ซึ่งจะมีผลทำให้ท่อแลกเปลี่ยนความร้อนในเครื่องแลกเปลี่ยนความร้อนเสีย
หายอย่างรวดเร็ว
ทั้งนี้การที่มีคอนเดนเสทเหลือค้างอยู่ในระบบไอน้ำจะทำให้เกิดการผุกร่อน
(Corrosion) ของท่อและคอยล์ในเครื่องแลกเปลี่ยนความร้อน
เนื่องจากคอนเดนเสทเป็นตัวอิเล็กทรอไลท์ (Electrolyte) ในกระบวนการผุกร่อน
ชนิดการผุกร่อน เช่น Generalised Corrosion, Oxygen Pitting, Condensate
Grooving เป็นต้น ซึ่งจะมีผลทำให้อายุการใช้งานของท่อในระบบไอน้ำลดลง
ดังนั้น เพื่อป้องกันความเสียหายต่าง ๆ
ที่จะเกิดขึ้นและเป็นการเพิ่มประสิทธิภาพของระบบไอน้ำจะต้องมีการระบายคอน
เดนเสทออกอย่าง รวดเร็วและมีประสิทธิภาพ <br />
<br />
2. สตีมแทรปจะเป็นตัวป้องกันการรั่วของไอน้ำ
ในขณะที่ต้องระบายคอนเดนเสทออก จะทำให้ได้รับผลตอบแทนอย่างเต็มที่
ทั้งนี้ยังช่วยลดผลกระทบอันเกิดจากการ รั่วไหลออกของไอน้ำ
ซึ่งมีผลทำให้อุณหภูมิและความดันของคอนเดนเสทเพิ่มสูงขึ้น
หากว่าไอน้ำรั่วออกไปมากจนอุณหภูมิของคอนเดนเสทสูงอาจทำให้เกิด Cavitation
ขึ้นในปั๊ม คอนเดนเสทได้ <br />
<br />
3.
ในการเริ่มเดินระบบไอน้ำจะต้องทำการระบายอากาศและแก๊สอื่นที่ไม่ควบแน่นออก
จำนวนมากก่อนที่จะปล่อยให้ไอน้ำเข้าสู่ระบบ
หลังจากนั้นจะต้องระบายอากาศและแก๊สนี้ออกจากระบบตลอดเวลาเพื่อไม่ให้อากาศ
และแก๊สที่ไม่ควบแน่นนี้มีผลกระทบต่อระบบ เพราะหากไม่ระบายออก
แก๊สที่ไม่ควบแน่นนี้จะไปขัดขวางกระบวนการถ่ายเทความร้อนของเครื่องแลก
เปลี่ยนความร้อน (Heat Exchanger) ทำให้อัตราการถ่ายเทความร้อนลดลง
และแก๊สเหล่านี้เมื่อละลายในคอนเดนเสท
จะยิ่งทำให้กระบวนการผุกร่อนเกิดขึ้นอย่างรวดเร็ว
แก๊สที่ไม่ควบแน่นที่สำคัญ เช่น แก๊สคาร์บอนไดออกไซด์
ซึ่งสามารถละลายในคอนเดนเสททำให้มีสภาพเป็นกรด เป็นตัวเร่งกระบวนการ
Condensate Grooving และ Generalized Corrosion <br />
<br />
สตีมแทรปทุกชนิดมีวิธีการทำงานสำคัญ 3
อย่างดังที่กล่าวมาข้างต้นเหมือนๆกันแต่แตกต่างที่การใช้คุณ -
สมบัติของไอน้ำและคอนเดนเสทในการควบคุมการปิดและเปิด ค่าเฮด (Head)
ที่แตกต่างกันระหว่างด้านเข้า (Inlet) และด้านออก (Outlet) ของสตีมแทรป
จะเป็นตัวบอกให้สตีมแทรปทำงาน สตีมแทรปมีอยู่ด้วยกัน 3 ชนิด ได้แก่ Thermo-
static trap, Mechanical trap และ Thermadynamictrap </span></div>
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<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
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<td colspan="3" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 478.8pt;" valign="top" width="638"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #31859c; font-family: "TH Niramit AS"; font-size: 16pt;">Mechanical
steam trap</span></b></div>
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" 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</td>
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V9yMvKPphCIw+AYHzRyFp/c+sG2vU6J8oIsbbEIUQsQRUZmtq6omh+XzGCyf/zxR3L67ObrGfJfmm9qqxytnh0WrSmomEwJfEl7PIm1iWwZKpKiQkQpQpRCar1MKZAqJzPCn/DNt8LZIAaDBAwQEIib0i2AGXMwMGh6SgYE4jDQzwGGubajHNsBHohTk3m/Oi6/HyXYdIJyzdn2BAyOhoMjkVbKne/t2rghXqJT6EpEMlSAKDOyNLqi6vDohPCIqG4Mm5GeVwoavh2+X+kjCYJITDohQJSZ6rxX4nvSWosmynOEUqVUoZGp8mTqQpm6QJKpESIq0USJpFiunuafQAABgQRsj8NgPw8cDAMHwsHBMPqzOsSzf7IcZj/EBcYjwdEw2+uBNld9LXGGmZFHI9i/PjS/R8XYIA6DBEw38sDxSKvsne/s3rAuNkOn0BcLpSoBgmZk5WiKKpmcyLSU1NHRkTfk7S3wPdVgd3Z2nj599lzzuXPNTeeam5/VpsYGFary8glA9cUZmTmv1E1h0n4LpEqBVCFGlIqcwhRpPitaEcrJ5MaiAkWxVJUnRFAqn1Y8k//dywbICDsjawkWNA8PmocHzf9JHWTOv+f/bso2i4NOR10C+dzdXz0KXmLkznopr4246dT1c0GSb5O/9511qzfEZeiUuhKhVCVAlFKlJie/wj8gRKtWkW82xHwrfI+T46anjPEjIvbs2c+Cef6BIQFBoc/qMd+AY76B0cdT5Oq8V3K+J+23SKoWSpVCRJGpLQw/odvh4Bjg/SmPCfp5rXDyCkjOyJVl5wsQhVCGiuUqcfaU/BMIJLh0MtKmweW9mI0Wkbs/j9r92U/rns/SDn0ZuM5+xfrdhzx5gcFsV1aC/CBo5Fj2zZrwVwT62f8OcOgk3zZ75zu7Nm5IzCxSaAqFiEIoRWVoblZO4REXt6qKCvINXPC3zHfKiZPJqeLymnPZ+RWagsqpqi2s1BRU5hRWaYuqsnIKTG7GK5FtqrBERQiaieYmiPU7HLaLkv86RrxHkh/0PVycGD13j6NbamYxkpUjRJQi6TT73QcDZKRt8d53Dm3fES3SyYqbxIUvpcKCJqSoubjxQjzLw4v+J254DPfQmj6OuYEza8JfQampTQKi4zBAQAAB03E2HYPBfh6djLRUbH93217ntOwKeXZeOqIUIgpUWyjOzHF0dG5qbCSn8/3yrL81/4T6m5yUzImMU2qL0jMUAglVYq2kFoQSpUCiTJVSbQaUookox+sE/qQqmbbM1YOdxJ9Pkh+Qg9bjmDU5bDU8NC+CZeMVdDxLUyxAUPEk37styCibUT5wzvkdxx17tKc77z7s6+y6d/nGvcvXX0qv3bz/aGBEJTsZ8e1/8WBOuOPqfq6FgfPrQ/O7UIJNx2H61Dx4DAZxNkDAIMYGMRgY5oKj4RYnt8zfedhHrKuSorkCiUKEoDkFFYmp4sCgkNt37pK/Dt8TpaOTfPP48aiueLKijOJYKENNcY+nHO6J8aVAqhRIlaIpw83nLktVSGb2SXmpi7tPdcn7JGk5ft96/IHV+CMrklxcolngfIQlyy6nTP4TvmNsx+ElzLWWIs2Zmz/2NDS31TS21ja01jW01ja0UFrX0Da5XNvQUtfQWtfQVtfQVtPQUtfY1nHzQWpyLPOrv4SxueGOawxsSwMHxNimnPKJUCOdgEECpk8WPTxV3GCKS7IBwlRJRMfZIM4GMRiYDFk+sXBU4QxsWk9lYBOm8oLfl84cayIgOgEBGBvAYHA4nD7IWcxes3i3Dz8zt0qalS2QKMRytaagEuZFCcWSJ8S9Cp5vwX5P/TyKb5W+VIgoTR4FggomCtpFMlQoVQlkJh9DIFUKpUqB7ElTB4FUNRVlqrKBcksmc2VFUpU0MztJUu7h61NX/R45ZjF+33r8oYnvYv1CFzdYqiqnJowovtN3mZPxNlfd3vV32X+2435bx/Xaxpba5vb6pgt1Te31Te11Te11TW11TW11Ta31Ta3Ucm1ze61pZVtD84Urtx6lJ8exvv1HGDcs3HG1gWNhYNOo3H+cDeAwgIeY4yHmWKg5zrTGYQBjg6aKCpiOQbY407oXAjCYhrPpOEwnTGUWAA4DhKkIiE6w6RgbxNgAlaKEsU2v4jBVKGRPsGwJpu3Un8ofQCkTQMAgGQX2MT/wWWHhwU1R5p3KkKkFiFKO6rPzyo56+xQWFIyPv7Ij/qZ8j0/0dZhiv+NU+lIqmV0kRUVydbocFSBKoVQleDbYJ0MFE3UMpk6Wppo0tVCmTkfUIqla9EwMUarQJCPlHj4+tVXvkaPmU/ku0j2H7wTrMwffZQYza670tFy8WtvYOgH0s0oR31bX1Fbf1GJaaG438b38X2Hc8HDH1f1c8wEOzYQaDOCQbQ/DpptF74HpPYGL8FALgm1PwPY4TMdggGBYEQxLArKjSMVNYTKAmKgEI6j1JoM9YfPY9pSfSsD2BNuegGhEqCXOsMJh2h+gigJjAxgMEGz7J9adDZLR9K5j8/au+ho+qUZ1xWIZmoZkKXXFGZnZPr4Bl6+YajfHxsfJ8Zey42+B76ly4mRqRGxyTn55Vk6hXKUXydVKbZFcrRfLVai2UKbOzZCrFJqiTFVuhkyFaotk6jyxXI1qC+XqXJE8G9UVy9V5lG8ztQkEZfgnQoQokpX96nzbdBx5J+TosTOXHrdeulbT2FLf1FrX1FrX1DrdfrdP6uT6mub2WpP9jjXZ70OrDRxLanyJwXScaY2zrI11MmO93FgvG8jnYSxbnGFDMG1xpi3OsCIivxwsCMO5y/BgC4Jph0F2OEzHYRoBAQTThmDZUvYbZ9rhDGscBnHYHmeDBNMWZ9JwNkDdH7CAD/pStg+o/LEQcxyyJf54hRpsOgGDZCxYcei9LRs2JWeVytW5VCc6bVF1RGxyclLS8MjwK/H5pnxPGm/q1xQedZwVmVRx9hwrLD4xXaYtroAijiekZOSVnWby4o4LVTlFp+HI47HpSn1pDSssLkmQmVtSA4XFJgqUmsIKVlh8fIoE1RaKZaoMmUosQ8WyJ3BPuOxK6WvwHWvVy1zktdYeLWm4cbenvrGtpqGlpqmtrrGttrF1qtY0ttY0ttU2ttY1ttU+ebXt2p1uUVoS4z//HcbmhDuu7udY9nMAHAIJyB4PscBhYPRmE358bV/8ytGuBkOWV7fL/8KDzbDAhY89/4ZFfzty7RTG/bjb4694iAUWMB8PNsNCzHqOvYsFLcL8FxAMKyzUHAuYj4WY9wQsIJh2eOBCLGgxFvABHmxGMK2xwAU97v9nQO42XJ+J+S/AmNZ/mHSaiTsYgMMgBoEGNo3kW4o2zdnlFIrknZZkZYsQZUZmjq749KHDLmUlxWNjo7/c+NL0SePjVIQwjBG0YdO2sJMKG/MlGzduiz4ps1s8b+2GbREn5ebmVt+s38c7nmGxYO6ajTtjUiQWixf9sHEnO0FutXjR1q27+EkZNgve+27VRrm+WlF4NkNXJdFVZeiqZPrKzOy8KYgrX9V+C3aZk3xLMtYmZPm/vt/q2HT57v1HvR1Xbly6crP9Slf75a72y11tHTfbO25cunyj7fLNi1duXjStv9nWceNix/Wr1+/c7hlNiI3hfvV/+LywcMc1Bo6lgUtdGDoWYknA9OHz2sfu/92950/GWslAdhDBtBks4g9WJuGR/8HgpcOtOoz3UW/anqHKpAE9RDBtCO5HhizPwdKYgZwgPHARwbAa0DMHSmKIpA3dXv/oS1w3WHF8IJ9LcD587P1uv8hhUMswnhEOlR/H/eYSLNve37+LMsE3lYNl8tMwCDCGgePsRV4rLP0jUtHcUhGCChE0Mztfps718/EZ6O9/eT7fzvz8+ATf2Ulsr68W7Fv5b7/lH/DWWx5a/Xnc2jlOK2ieaz8KWr6Avd5m9zf2zOXvH/nG/Oj3NuHfv3NstZ3j6n8HrfiAs87KcfVnsWvneH5n7XjgkKNnqJNXkJNXkLNX0AEXbyYvRqrKFU/k0L4W31ZkuMUJB/pBT4abp79SiZ6pa644VV9SXV9Rfbb8dH11w4XT566dbmwvPdVQebqhuOJMXumpypqms41tda1Xy1tucUSF0fu+zt/5LoMZzTuwqp9rYeBSV4WOhVjiTOuRzjODueyhU+kjF4qJUMsB1GdAFWDI8jTWy4mIL4YasnqT1w0WhfedPGCsVfZnuhrkbqP3OvqlziMdpX2J6/sVXkOnUvuzPI11coL/zXC93CDxHMjlDxaE4ZFfDrcV9Gc4Dl+pMJ4R9Xj9g2Da/jESBCbCRKY2GzjbNMgei6S1ey7YuHJ5IpJLJZmKpKqcgsrwyNjUlNSfke8Z7wuTK1UnIwv3zUH3Lsl0sC07Yhe3yazWExTtti5zNMvYbV3lahuzfmGFO120y0q+4wPtQWvNIVv5HkvVAbsSZ7uETWa1nqB4t1X0RotcJ8uzrovOOC066/GBcOs/XRydBKpyJCuHCilKs3KSkQoPn2Mv4FsoV02bv+Rbkdwl8buXFTVcPHzk6IZ1P7i4uDo5HXFyOuLi7Ozi7LJ97YpNyz/fum71YVcfh337Xd09/YNZ27bvXP79D6u/XxPm8F3sjqW3QxZUui3xZ8SEH1xl4Jqb4t9sEA8xx5k2w9fODuSxB8viRi6V9nI/wkPM+5I29OcEj16vJSK+NNbJCA6diPi0L2Gj8Zx+oCjckOk6dFr4eOefBouj+1EfY02G4cQm3PX/7eV90pu+b7SroS9xUz8aONyeP5gTMFR54vHePw3omMZaWc+xd3GmzR/I/556I6LjVMMJLp3kW8m2z998OESeeypDrhZJUalSp9QUubt7X7/RNSOEz8L5Ovb7BbVDmcmRql3ztIfs0nfbFrrQ0nbZFRy2Td5uXeMJJm23yXOiJe+k6Q8D0r02OkdbwW47raOd1hEQ7rYrcKal7bIrdqElbLVRH7AdjrAho2xJng0Zb9PhPcfH1eUkWkHNSqZLVYgiJxmpfDHfIplKLENF2SX+cLx89yIyxoYMN4vasbTozDmIE8nhRaaJM5PSMpLTxSkiWbwo+/CGL1kf/Q/WD9YnES3M5Wt1eS0Xr/oHhOw+4m+3xKruyPvG8EVkgm2+k5l3YFTYgVWU/42Z+LbohcCR9oKeUKtux/8xWBozWJbQL3cfKOIbZC7D7QW9EV8OVaf0ntg4VHXSIDk0VHVyIBc2ZBwczOX0OP3PweLoftR36Ky4P2lDj+ffHzr+33jy5tG7rYOFEYOFEQbhvgH02EA+r/vAn/rlbkNnRJjPHCoE+Wtz+TMoe6LnBASMhgMEw8xj9TL/aIlKXypEULFMpdAVJqSIGaHMZ63tm/I9ZBxuv3C5f2BwRrIpyToRKd06L2ufTfpuuwJn2skdNgWHbeO2Wle7A8nbbfKcaLHbAf1hQLLHJuegjWi3reaQXfYhQLiHlu9kd3KHTfERIH6LTeY+2x4uOMSj4zBI8oEGj4XuR1xTVRUShTpdqhBKUaliin8ybjn+YAa+xVKVWKbKUBV6shI4K+cMRFmORC1M2AcUn2oMYXKj4pJV+mKZKhdR6bNyCsT600H7ViUu//8S9n6qKjoTn5hafqrux8eGwGDmvt27l326Iungp2ScLRltW3B4iYcvn7d/ZT/Hop9LBW7peIgFDoEjV6sJCOjx/OdQ1Uljg3zoVCoe8QPO/mS082xv5JdD1WmDJdGDNRmPD7w3WJYyWMI3IE6DhZE9Lv/PYGWSIfPo0FnJgHg/5jfPIHPtEzkMN8gxHwuc+6VB7mKQuxprpT0ufx4siR1uzsa8/4kzbf4IjYSeVVNJG4BDQC8MkHy7eud3d23ddgItl6u0QolSotDIcwoYDKjmzKkXYP06fD969Ojrr79LSRNO7ndGvmXb5ikcpvEdP4XvuJfkm00b4tkTEJ2MpDV4LPByd0/PrkSysoUIKpSqJC/Bt0iGiqRKiVJ/XKI96HAwdI1V4ro5W74EimvPMWAeLzJeiuqEMpR6aFOqqtR/52T46Z8AACAASURBVLdRX/85cufHUl1ZeFR8XlHl7QfE18vXIT/8lbt52Q/ffPtjKI1MsMs/vMTDl8/dv3KAvcQU/2bTsVBLHLIbuVJlrJMbGxXGC4V42CcDeZyhU2lDZfEj7fm9kf8ZqjrZl77TWIsMlSQYL5X360INEsfBPG6P+38NlkQbhA79Eqfh9oKhyiRjLdILg0On0obKjw83qwdy4R4WbbhZPVgYPtxZM1Aaj/m8h7P+iPFBGMQnZwZgAIPB/vClJG9J9Ebzg0HHVXnVIqlSiKhU+uK4ZAGLwTIajeT42JNOOm/IN4ZhXp7esfGJtWfryOf05X9bfGMccIBH74FBkg+e91zouGd3sqIsS216uqREoUmWlHv4Pnd8iaDlIqkyHVGky1RydS6ir928z3fXcrvdP/yn8mwDE+bxIuMRVCOQokJEJcnSpKrL/Hcuj/76z/ydH8t0ZZExCQUl1Z33+7/6+vsHx95p8gat7b8vd7Mjk+zyDy85Fkz5J1YGDh2HqOlJGsa07otb0Sc53Ju6DWfTH3u/g7Hs+oT7iNjlOO9DHAaJ6K/xoIW9Ef/uT9tB8D4iuEsJzjI87BM81IKI/JzgfIj7zeuTOhlU/jh3KeHzPsGxNyi9+8UHsGAzzG8uzv/SoDjaF7cC59jjkB0O0QgI/MOECJ8olaDPphMwjYBBDKKN88HLnnNct26IzShSZOcKJEpJVo5SV8qEw57tY/hGfD9+9CgqOubK9RsMBqvl/PkZd/rW7DcHHOSBGAQOcu372Ja8dWaOfuGy3GpJVrYQUSKKnOfxXahd6OHFzc6vVWjyM7Pzs9R5Sm1RXvW5ECZ83Olj2HVVdcvFUBaXGxErVemEiEokVWdkZqeqSp/wrS+PjIrLL6povTe2f9dWPHTelSAa/cOvlIdsyGTrfMclfoyo8IOrDGxrA5eOmSpT6DhMwwMXdvvO7fGbR4SY4WwAZ1j1+M3rCVyMh1hgLBs8xJxg2eEhZoT/Ajx4Mc606mVY4aEWOAzgDEucaYNDtB6/+d0+c/AQCwKmEaFWmM8czG8uwbAiYAALNuvxnYcHfECEWk2UDv0R/RM2lWlDVVqBBAwaOPZkpGX6lvku/rwsfaVIrhIgypy8yvDoxGg+f3DQ9IzC5z0F5ZXsdw+TxcEHx6vP1nt5+Vy6eJH82fjG2OAQF8Bheg8MjkWAd0MXeqxZGhyeJM8uEElRJEudhJQ9HR98aEWSS8ryzfbsD4hLQxOT0+KT0o4npyWcEKRK0IN79wSsme+00tzdO3D3nv1xSWlSVEcF1CWKnKn2W6ovD+cn5BdVtNwbO7h7GxE675KvLf3Dr1SONmSydf5hM5N/wrUY4AI4BOAQSMB0AqIRMEhwluJse5wNEpBpwgKH6QRMJ6ZMQZsaNMO0XhgwVXOyqfl5gGDTcTZIsKkuC/ZTCSZgEOfQcbY9DpuSsX55//sX6PJMTPRwJCAAhwCcTcdg+kgk/ab3XOf1X0UJtVnZ+QKJIiNLo8otDgkOLS8rpcB7ngv+p8lICLWA9Ty+dr3rxo1bN6fo7Vu3H9y/19Fxxd3Du/3qncfEoFpXBEHw3Tu3yelvf3v+NzDAo+GwPQHbExBIxtFaXP7pumvzCXk+otRKMtVJT9nvB1bjj6xJckmBcsFnn2846Hx0v8P+fXv27nfY77B338EDjju2bd+74bsDW9b6BjAjY5PFmeqJZxMrMrI0qaoy/53LY77+c9TOj2W6inD+8byiys77A199/f0t979dCaRN5fuoH5+3f2U/z7yfC5gyTNgTiX7siepxGMSpzCo2OGFuqZfsJ1if+Gva2H6i1TKAswGqiwjGplIRp0PGpjK3Xq3MeWoyFjHljVOrralljA0Q7IlEbbYpadHAoZN8+kgY0AuDTxWemg6DTZ+WTmNKk7SnvhHxqhXZ0OQvCsBgsBemk1FWxzfMcfbjyHQlErlamIFqCytYnIj0NMHo6IsSUf70VH2y57GAUChMoVSLMuSTmoHIEVlWmlCSfCK15cLV8+1Xf3yIiyVZJ1PSDIYnz/Z8Pb5zDtHEu22eHV8O8iiDQe+BwdFIEAuc67V3S6w0X4rqkEz10/7JAyuyz7Ln4Xwu/E0AV6DIyaOeZ5eekSXIyEyXKCSoXozmI6oCdW6ZSl8qVeokWRpKZapcgaYq4OCG6K//9/Hdy+T68sjohLyiyrsPe79buyviu3+0Blos/fgpvlf1c60MXHACbjoBARjLBmPZ4EzTyI9gAZTXQbBoONOainhgMICzbDCGFQbZYmyQYNniDAucZUdAIA7RcIiGwwDBsuuFaATLlmDaEBANh+xwpg3OtMPhSWNPJ6hfzpsYYypxd2InBNW7HqLjbMDkHphafQP9HLqBS88+DLb4AEYeQHVMnvqzmd44lzY5KiDYph/wG44TMBgcjgQf+M47suWH4/ICmUqfjigQpTYrp8g/MJRylV/E91Tz/v3aLQJEdfdBT/vlrtZLVye15eLV1otXLnR0Npy7VNvY2nLh2q17j2PiT6izddP8k+QI2bb5r2q/RXvsZuLbHpv8emH0+z5zPR12xskKpMpn+bYaf2hNDlucLlu4bpN/irxBrK4WZFWIlFUiRaVIUSmcUEFWxUmkOCmjIFlclCQqPikpTM4oTJEWp6lO7Vq3fIPd3/au+ixTVxwdm1hQUn21675XIPvYMR/euiVff/Gl6vB0+821MFDxb5hGQCDBsu32m9cdZI6FWGHBZjjDCvObh4dY4KGWuP+CHoZ1T7AZFmKGhVr0BJv3hNr0BC3uYVphQUt6Qq0pH50IXoIzrXAIxBmWBMMS95+PBZsTLFs88IOeUKueYEs8xIKAQMocEs8Uff0kzfjkHOEzRt2UygfbYzCdgOi9nKUGLn2QCxi59BEunYyye8y0+c+/v4/aApDR1mMRNGM4fZBH7+OYHlaBQ/SJ8wAQbDoO03CY9nYb+/fCIMm3Tti48GhoEqIupLxwXXG1r39weWnJ+Pj42HPywp/2v9dv2ZORmX3zzqNz7VebWy+btO1yc9vlc61XGlou1TW11ze31za2tnV0Xrlxj8GAas+eecL3G/sncVtsM/fZ9nDpg1w6RjVygMCRCPCB31xPhx3P8P0+OWY5/sCafGxFDlpmy2n/Wb7KzWW78+HNzoe3uEzTzS6HN7sc3uLi9LS6um5z2LeG/uGXx1MzImISxfLsiKjjecVVl67c9PcPqGvr2LR9v40FUORmNyPfGBskGDYEx74/y32wJGaoOgUL+xiD6YOa4MHiKCLiM4Nwr7EWGSgI62FaYyGWg3mc4XM5BpFDt988g+SgsT5zQBNCMG0M6buIsI8JiGaQOhG8jwdyAgYrk/pivjWc3DJ0VjxYHo9Hfo4FLSGeOBWviw5VJAGZlnGqPgMGB3ngaARAhtmSHIsB1qLukHn3Aube8Jpzze/9Vue/rv9+HWvzhzf9593yn383YEFP8AdGltk4x5IMo42GL+3nmfYz7Z4AL31LSep0AqaPhgNXj87bv31LqqpUotCmI4rM7HxxppoLM+/e6SJfPL6cfG3Dlj1CifLS1a66xqdz6+oa22qb2iZzo2sb2y533rpw6WpQYPBko/LMN+A7ZYdNyREgdqud3MEO49AHeRTfdAy2fw7fx2qr5pJjVuMPrMYfWpGPbEYfWg3cnTdwZ+7AnXkvq7fnjfe/L4yfE3FCdeuBITlFkJ4hD4+Ko/j28vS6euNuama+tZV93pEZ7DdO9XgPNif4X4w86OiXufRrQgcrknpjV4w/vtEv9+6NXj5yoag3+tuBwshBLaNf5mqsl/WlbBvM5/VGfzty7YwhbcdgYXjfiU1DNRl9x9cSEM3YpOpLWD12v2MwLxLnfjx8sajv5DaD0tt4XtPjNx9n2rwGIlOrfib9bKq7Sz9vKRlJJ8MtB0IXXD76boPTO0X75h/fZhux42N411feDlu83Zw9Du9fvXrT5vUbeZ4OoU47AnZ8G7V9mWiXdb7DwnrXOTePvTsKLSL5wEj40l7ORPcYNkBA9m/nITAwiEP0Xg44Hm4RuhEIipNKcwoFUqVQqtIVnzrk6NJ87rkuytP2m+K749qt+ilp/lOS/ScT/9vqmtprG9vvPSZqG9t27dj5JvZbtJemc7SL2mJbMjU+GAbiEECwQAwCh8PBB74z2u/3yDEL0/zOA2sStyGNVuSQ9SvosDVJLoxlfZZXfeNiV3dE1PE0sSyC4vtql+dRz/aOq8Wnmuw//BI9ZPUU3/0cAKe6BQWb45GfD18o6vb8J86wHTot6BM5DJ1O7XGbaxA6jVyv6UveMlCeNHw2w3B89fCFgn6pa4/f3G6GzXB74WBxFMa07fGbZ2xQ4DHfdYfaGGskhsQfjOezMT8rgr9qtKvRkOFkUAWOdp7FQ82xEAtqhPe8p+rMzPczdpSAwYEwOhlNI1kftLq9p9k7J2qTjc/e9d7ex0Kj0qOlpfKS5vzaK9UtdzruEpXnu35YvwXmRHQ+GDxz8X5u7TVxXl24UBfES/D08g7ctSphs3mZwz/veL1HhlmSUfQ+7sTPaYo5f0Ml2CAZYXfm0IKd+5yluvIMebYAQVX6ktjjqZmodshonJnvp+Ink3w/W9gyabzrm9prm9trG9vOtV+7/QCPjUtSZGa9gf2mpey0rXajlRyxK3SZ4n9zgQEOjeSD/WxgJAy8/zy+Tf631fgjG3LAmhxfTA7PJYfnvayOziPJuZLExcrc6jsPDdFxySkiaRg/Lr+46tLVLnc390tXrqsKT9vaLNMetiSTbabZb66phAwPNiNilxubVI985hIQOFSRZJAcGqpOwfznGySHRzrPDGgY/VpGX+qOniP/uy9p/UhH+UAe9/HRv+Msu6GW3KE6Oc6wGTot6OF/8yhgsfGMyJC43tggx4OX9CWsHemsGSoIH9SE9iGH8eAlBMvW5KK8on9iisnAdIJFH+SAZJRdf+jC/H3/ilxn5r1/R3DkiURlRWHTzabr+NU7WOfth1c6b7d3dJ5vu3T55v3T9S2rV65mQrybdx+1Xbp+8cqNK9fv3vix5/rdx+evP9bW34wQ5wUEM4P3rE5YP7fR8e8kz4yMAgwcEIcA4knI6LWNN4DDAMamj/AAIuSDg6s/ixEVSFGdEFEiWRqlruTw4SP3791/Lt9THReK7yvX79Q1t9c1ttc1ttc3UgtttU3tdU3ttc0m1hvOXbxzH0tJzzhxMn3y7a9lv2nxWywvBwAjfEB9wJa/0VLhYItxwLFIelcIWOYOkFEgGUt/Id/W5GMrst/6VJGtn499LNeez6LxIeBFCpv+RrJo8dHAkYOWm7buPNN0KS0jM00sZYdF5RaUXrx83cPN/fL1GwePhS1ZbFfk+rzxJYiFmOORn43cbMTY9r2x3w3VIL2pO4abs/FQq76Tm4cbld0H/kTEfdevPGaQuvTFfo8Hm41cr+lL32mQHnno/t/D57MNcrehs+LeuJUY/z/DF0uIhDXDLVqCs4yI+Nx4Lqfn6F9xmDZYHE2EmOEQjQrX4BDteaaagJ72CiZ6zoP9HJDkg0ZoMbrtX8fW0P38g5Kziooab1y+jXXefnThSlfT+Yt1EyUdtY2ttQ0tbZdvnqppWLNqdSiDda3rbsO5i7UTvmtdU/u51ksd1+5cu93TcK1He6YjJk1xzNmJsc62+sA/SZ75aARgcvEnj409rQXkS1lumI7DNAwCDBxwJMwyZau5O/OEQl8qRFCRTJVTWHnUy+fipSsv5Z/8sHGnXKV/SAxe6bp3+eb9KzfvXbl57/LN+5duPLx688f2y111zRdqG9vqGtvvPsBy84vj4+L6+gfekO+ELVYX/WlkNNgDA+h+6+RttjgHIPngTQbw1TJrvxUWw3EgHjrHaxrfZW4+vmcr3ifHLcYfWI8/tiJHzXSy+R/92wWK0DN5mQxuFoNL/aUWTBrKkYewZf4MSShHHsqRh3DkLJ6Mm4Cu+ebzncs/2rtpjVqbX32m7tSZ+vaOzqqzjakZ2j2f29DtaDnOAJlEy3c082dGhR9cZeBYGtg009kPtsB5y0Zu1BkbMo3ntQapCxH3vbFG1AMBeOCi4Wa1sVk9fLm8T7DHkLJtpKPMeCp9II9N8D4abtENnREN1YgJtn2/OnDkYvFws8rYpMajvxmqTCaivu7x/IfxVNrwOc3wpeLBfB4RsICAAJxtj8MAMYWbGYCgXmWbngKFwSDBAYfDADLMssHpfc+VNDfPIHFuTf3le523H1+82tV47kJtQ2tNU1tt4/T7dmNb+5WuUzWNa1atDmVA17p+bDh3sc50J2+vazL9BuoaW5taLl7uvN35I1HZfj9eedrZ0YW/8r2b3u+P822HeJN+PzXbBRAwrfcVTDh9osMEOB5mc9Hjg217HDN0VdQMhlJTlJSWkZqeMTIyQzO3J+NLyopv2b6PExFXUlWjyy/VTtMylSZfl196rv1qffPFW3cfn6ppYkLca52d5JvO79AStlhe9AeGw8H+cFqND5Cxl4azaUM8cCgcbAgA1i0zd/rK4rrXfKbTjlhZgVSpoey3u69PTdV75NhE/HvA8taVeV5eG2LF5YWVDTn5VTkF1ZqCak1BVU5Bpa7oTE5xbU7J2ez8KlRfIVMXydVFMlWhTF2o0JRI8mt9D20M/uj/8llhoS9vuN/Tf/7CtQtXb6Wi5S6rP73pM6/N1/Yeg0bG0QsOm3sH8sMOrDTVp1GnPtiMiP5q+JwGT9zQG/MtFrQYZ9kS4Z/ikB0evARjLzOk7ybivuvxX4AFLiJiVhhSthEsW8x3Hsb9yCDY2RvxGR64oCfUqi9pfV/MtxgEYgxrnLMMZ9nhgQsxFq0vZVtfwhoixIwItaTsNw7TCfbSmWmYiK4QEGCKkUNgPxcko2wfBc47vn7uYUdnsb7m/LX7Hdd/PN92pa6ptaapjRpuTW0Z8JJ8T/NgG1sbmtvbOq5fvvmo7vKDxAyNy9a1yh1zBlkLxyMA4klYHXi15AI2nYBBHAJxNn0kDHjMWOi09suwtAK5SidAlIhCK1XnHnFxGxgYmJnvqSHw6qoqpUKRq9cX5OdP1eKiIr1Wc8TFrbXj+u37REPbVR+/4DNnzjz183htvjuDgceR9D3/sQlYa2uIAsf5IAHRDWyQjKFhYXTf76xo7/9l26aNInVhBqpHsp7JP3lgRfZYj48ulqZZLF9zwMs30MPjqKuH11GPo55H3b28vDy8/byOevn6BsSdFIsy1YgiRyhVUr0rxIqcVFVJwO7v4pf/OWLrMkX+mfLqmrONLe3X73/4yffaLf9NxtmQkbRhHo2MsitwMvPw5fP2rzJwLPs4pvodPMSCiPrKeCqtJ9Qa859HMKxwyA5nWJlCeMFmePBiPGgJDtlRxOPBS4hQC4IFYMFmeOBCPHgJwbLBQy3x4MVYyBIsxAKH7DCGFQHTCBig1uPUbwaiU3EP3DR78hxXmxrVTWwwwLMnw61rD75zYOUnIVHCs5cfXe2639J+pa6pra6xpa6pra6xvaHx2VYZL8V3fdOFKa01WuqbWmqbWuvPtbdd6rx8u7uqpcs1MCxwpcUN7zlkpK2BA/TAAA7ZvVJwc6KnOIDDYB8XHGKbndxi7sY8juaWCRClWK7O0hT6+QU8nHjE/Qx8T53CHCPHx8fGxsfHx8bHx8afyOPHj0KCGfce4te67gcGBBcVFk7u5c35Pu8L9MWDZ4LApTQb7kbbXj4wwKNjENgL00ci7Mfi7FPW/v37NZvT0WIpqjf5J8d8z1bMedL/hMo/yVu8ed2eYIgfEAL7BDJ9g1gBIRCLG7Vm/fb9X1ls+Iy2eeuevXscTggQRKkRypRCKZqR9SS/KmrXJ4i2DOZF6QvK2u6Pbly18rbne+PhtD4YICCA5NsVPPG/LQ2ciWdXUwl94Z8QkC0O2RFse9w0QQ0S7IlZbpiOs+0x9mTXHnBiJnLiccCwPQHR8GAznGlLwKZpcCrZ6Im1e5Iz+JN8UJ4AOBwBDnOXoFv/tWvHbmnxuWt3sJaLnfVN7XVPOmQ83S/gte03tb6hsb2uqb22sbXhXFvH1a5Ld/tiMvKc1n5eceAdMsKqn0d/s+QZgAyzPuOyaJ+zl1xfJZKqRFKVQlMYezxVo9H8tH/yAnn8+HEYL7wb74uOTdDp9JNvnCqvx3fqTptcJ5r8AECepDeH0D8FbJC9tmN8Wj8HxGF7DAbG+cBIyLsBB7fHSgtlSi2SlT1DfPCRFUkuKtJbeHhH5xTVq/VFqLZAoS1U6Ut05Y2BgcEJjh9Ch5bnFVX4+gfzIuLlaK5IqhIiyozMnKn5g1JdWRg/Lr+oovX+mNPWNT96vz/CoxEQHYeWknxaodMS0/w8x7KfA2IwnYDsCTYdh+xwpjUOmWanCQgkqMwTNvXoV3CKN2yCD5+c3jN1EwcIlk1v5Bc4RMMhYOIx2KZ7uinrn2oGBD/pazUj2Rh1T4eA0Ug6xlyY+MO77q7ula23r3Q9bDp/sbaxta7xfF1T61Ssa5vbn2pp9Hp81zW1NU28Sg1Dm1sudt5+pCht2bVzr27HP0mu+RBvKf6K+QVPnpgMgWMRwFXf+Y47N8fJS2WoXogo5dn5KRmKgMCQ5/I91RI/a5UpwTCMF87PVKoRRPrs9m+QfwJI9tqihwB4M9h6DHjIAzrY9DOeNGMYjYy1Hw4DcQgci6Tf95vr6bAjXlYgRbUSRU6ypPwo1b/q6fzvD1zcIAQtE8tQoRQVIEqRTJ2pK/Pw9g/YQvfau/xM/TmYyw/jJ8hUOiGCCqQKcVYOlV81mR8bHhWfX1Rx+f7g+h823vSaPx4O4BDQA9PJqEm+V/Zzn9TPm1rpwTQ8xAJjWOMUi0wbLMQCh+0IGMQhO5xli4VY4iwAZ9MJiEaEWBAMK5xNxyA7k8kPtegJsTI2KvuSfsBDzLFQS5xhaUoLMY2x7AkYJCAazqZNjC9nvJubKB/l03HWIub3C44Ghrd03r/Ueat2ksvmltrmttrmCxNwt9U3mfRV/ZPpxru1vqmtvrG9dpLvpta65rb6xvbrtx5WnL/l7OIm2vg+GW4+FPbcwfGLEcdg0Mhb2s9aGLltWWCMFNUVCyQKRKETytQ+x3xfiu/nGfLu7u7Pv/g2OBTCsZ4Z3jU+Tr7u/KV4j22ek92JHbaSfXZCB9oDHkjG0dt8afAaC5wLjPLBsafmLxXqJKTc1duv4cz7JGk2/sBqsv/gRP1OhelBDlKVSKZS5pUe9gzetey9XV/bl9SeZ0DcMH68iW8EFWeqn7Lf4fy4vKLKOw97P/33V4rNfyf5dgQb7IFAkm9X8MR+W/VzKEMLEjCIs2hY0GI8/FOMYYUHLcKDFuIMSzzsk+6ABViwOeY/Hws2w2AaFriACLXAAhZibBAPMe8NXoKFmuMMy14IwPzndwcuGbl2mji+5rHH33CWHcGxx4IWEkxbYtIbYdOph0lMDtEmmpvRJ5sYEjCAQ/TRCDrGXMj4fkEAN+nSHeLC5eu1ja21Te31TRdqm0xGurapjbLiT9vs6UPG9is3p/LdeO5CXdPzun+1Tn2Jmi2pbWqvb2yrb2y7dvP+6Y4He1wDhBvnkmEWAxz604+Lec5M57R4IkQzcOxJrqVit7lrMF+VVy6QKjIyc2Sq3PDwyAf37v0E3y+Q3t6+kydOXL7ybKBxfKI9ssl+Zx+0E+yhFTi9rH9C5Q+m7LApcAFiNtuqHGwNYfb3IWDNx2b7PzfvjaCTCXb3fd6n+EZQvSQrR64u3rjVcdMP797psiJHLMke6/FH1tP4liuFMqVIhmZkqhF95UEvhmjr3xP22BafORfC4oZHJcjVeWJZtkimlih1adkVAbtWxHz956hdH8tzK6JiEwtKT928h23Z63Zw5UcG2HKUBxCQPcm3K5zGtynDG4fsiMCFg1qGsVFhrJMS0d8Qsd8bz4qMddKBPC7mv3BADw3ViIfP5wygx7o9/mrI8jbWSY21EiL8k36Zc2/qjm7/uYOaIIz/lbERxcM/JRJ/MDapjM1qg9QJC16Cs2aek5/0YgmIuo1Q4076cDhogBZFrJrjw4q9dJvouHKztrHl+f3oXqTP4ftV99Za19RW29B69caPpy89OHTEW7P172SkjYEzraks/vyZ/MltqJEJGWFbemi+g6uvRFctlqtEMlWWpjD2+Al9jvr1+Z6EeNrKCeNNvZZ5IlK+fZ76gC1lv1N22hYctk3YZn3KA6Dq5+N3ALrDgGSPjeagjXC3reaQncbRlD+YstOGmp/PcrAzhNmTCeDDcND9W4t9n1k8DKcbQudR8W9Eqc3IyhZkle877Mr2ndN732aoz3LYYE2OWFP1OxP1xahIqkqXKcVZ2RL96YOejIoj/xQ7gYWVjQw4jB93AtWXyFU6GapTaAql2nKfvasj//O/EnYvQ4vORCekVJ0682M3weDF+YaENbnNH482I3m2ZKxt/uEpfHOpfG4ADzHrjVk+cqW6N2ZFv8q3Pzuw98TmfokTwfpopKMMj14xfKl0QB/RG7PF2KggElYNtxX0JTv2y1wNaduGKpMHUL/uo/893KIlElYPVaf2JW0YblL0Je3qTdozcqkY43/VHbBgxsf9TDjiNKo/JQGBGAwM8OxJrnnGhnc8feELt3raOzprGl7QbPGX4Jty66n5oGtd9ytabu/fd1C/9x2Sb0tw7LEnSeTP5fupySAyknbea77LfsfEzEqZQiNAlEpNcXxyekRYGDndAXnLz5fKOhFZtn9OwWFryV6b0iO0EztsqlztJLsta4/ape20KXWxS9tuXnoEkO6x1hywlDvY6R3tipxt5fuBImfbE1stqt1pqTustA7mt0MteuAl/bxFd1iLPb8xj91m8dDnL8f2bIqXFUoVGkShSpSUHQs6dr7mfZK0kKVZHd5qd6nFkiTNq8oWHXGFEVW5RG56EI9aX5yoKD26b8d1778k7bcvwPgFiQAAIABJREFUaerwDYL27nfy8PZ38/By8/Dy8A446hO09jPa5qVzN30BePmG7N57KCSUFZ+UuvaHDd9/803k+iWyveaVB+YNRVmVulqa6ue5FgMcgOof2+071yA9YmxWP/adj/nOxQIWYhDQr/Qa0EGjt84RMcuHqlMI/lc9Hn8z1kn7kjcN6NnDrflExBeY1ztDpbH9Uueeo38xNip6Y78bqk7pS9k2crliQA8P5PFGOs9gUcsx/5n5fnLh2SAB22Mw2AeDZJhN9d5/7HNwPHsF6+i8VdvYUv+6cM/of7+W/aZc8xaq2+ONO49U1R0H169qcfkXGWXyql+chjWdb/pIBHjPf0HQ7jW89Fy5pjAdUWblFMQnC/x8fMhpkcBXst8zPiZiev9vzQneiXXvQuttk7dZC3ZYuH5tptu3MGztktgtNie3Wcr2Wvl9b5Z7yJq33pK7zlyy1yZ5mzVnvU3qTuvUbebuXy/RHLSKWb/YdSXddf3nxzZ96r3hk+DtX4Ts+Mpj/aeOK5c5O7mIlHlShRZRZCci5Ud9j9VXzyNJq96uRb5O1ktpH8jFFvpM8yAfNpJdJZKjSFaOQleSojmz6yictHEhGfFB6qGPuScyt+508PcPFGZkpoukaUIkTSQVSeRCRCFU5IvlalGGNE2InEjLSBEgQrFUlCEToYXxSOGeo7Bkn92ZQ3MDgqO4+1f1c6wGJvqf9PjMNcjcjM3q7mNzuj3/3h20eKgycbAkEQ+xHG7V43ErjacFvVHf9Lj9xViHGFJ3dTv9Vz8aOHKxou/4D0MlfIPgQPfh/2msyeiNWTFUnWpI3T7cXtCf5d2XusMgdeyFQSLUasbRGAZPhh0pc24/FgHeOPqe88Zv8+qvd3Q9rDNN3LQ+32P+hfiua2qra2qpb2qtaWprOneh6wGeKC3y/84KD5w7Gg5Ofjvsp+KeBETHIXCQCxqZiyI30/wj0rL0pemIQq7WJ6VLIIj9FLSvZr+nppBPD5mbXopiBS7/8uMj3kEfm89b+5/PXD0DP1n0j9XfrXTzCvjU/IMNK75wOxb66cK/bfjuG2+fgE+WvL/huxUunkEfmc1dt/w/Lh7+Hy746+qvv4hKV8dllkWKdHxRLl+UdxzJTUL0EaLclMxcSVaOUKaSKNRP+vuMW5IGa5K0Ks6z3vjD4s8AC09/FppbnaHISZKofOHY/XsP8DfZDUCLyON27A2Wy77erMqtvPcI7+y6d7Xz1pXrt650dl3p7Lrc9fDyrceXux5e7rx1tfPW1c5bV67dunr99tXrdy7dfHjrYV/L7X6un3vC8j9HhvPDqP6xXJCAAAIG8MCFvYlrR27U9fK/6hMfGMzjGM8K+xVMnPnh6KPO3tiVI636AS2XiFwzfD7bkLF/IJ+Ls74cqjg5oGcOlkQN5iXgEd+N3r/UF7/aWC/vO7HReFZAxPxA8L4dqpMQ/K/w4MUz8j2lDMweh+mDXHAIXhy80iJJln/tTnedKdg3cxTv5bX96pvz3WoKpzSbfJ5zbZc7fuxzYyac3DBvJMzCVKn9wqSUqQa+jw2QXLOMHYuPMqMzdeUCaZZUqUtHUG5E9MNHj1+T7/EpVcrP2nJqIYTFcfPnFJ1q2rTT2R+KUxXXbtnnFgRH5VY2btzuwuLGqYtrtu50YMLhhZV1m3Y4B/MSdWVnN+48FBKepMg/u2HnYT9mpK74tEytlyo1iFInVeplCr1UqUWU2oxMDdUDH8nKeVJfPGYxft+a7LEkSeuBPnN31wV7DwUrdBWZmuKjzONOXy46e/gfZLjVWCRIhlsHrJgfla6+fq+3ua2DCvpSiZB11KlvbDHluDe21TddqG9sr2u6UNvUXtfYUt/cfvN+ryj9ZOjXfwvj8MIdVxu4FgYOiEEAAdnjDBssYMFgcdTwuZzhZnVv4rrehDVDNaLBkqjBGkk39xNjndzYmGmsEfZrGN0BHwxWpRhPpw2dTsVgoPf/Z++8w5rKtgU+7907ozN3qmMl2EWBBEiCc6c4zoyjjr2XJIC9K9KkS0tC770nAVLPOekJCU2wjVISpAQsgGDFTrEXct4fJ4mhWUZ09N63v/XxJSc7hZPfWVl77VXSCU8bCh6fyHms4nWHfP9ARu4M+/5u7rbHFcwnKuBRQWTHQfNOf4uB7ROywUGJ76TYwtFoMXHUAc/ghgt3TtWdNZgl5dX1L/CQvAO+K9X15dUafe8ATXl1fbmqVnO27cTpa9s2OtQ5mmojrA39jgcWMrZDH+2D6Hg4Ag1tnLDDPTBXXJbD5ufxxExAEhwadbKi6i/yDQ/uOjQcz0hPj0pIkxQeAcSFXJGSBUlBWRFXIOfwZaBYCYiUTEgGSIt4QgUTUgDSIp5QzoZkkKSAJ1KyQRkkK+IJFTlsAdJEC6n9bPiLNDNhMEEWT5SSZ5w/b6m9bgnfwsCw2bHSqXsdqSx+GSApdDoYW7Z7Kpxt8TQU9zQMf91tXODOdeWNVxrOtiH17RH1Vq7WVKrrdL5hVV2lWmNwA1fq51RWa85duJGdGh80V8f3/RDz+yG6ROAuCrbroFmHn1lX2trOqDm3Pcbf8Z7SFfJdV8jMOx6mtw+aP67kdaet6Qz9odN32m3PCR3+5l3xi7pCvrvjMb7DZ2pX5K9d4bM6fKcgm5d3Asw7vCd3R//eFTOvy2dyl7/5YPmLXRQbZBfpDgX7JBzX5ma6a/X8ooqWhqZLiNasVNe/kXEykH1SdaqxX9H0l8rzyZVqDeJGLK+qu3D1djq3KHjZjMfUaQ9CXuQO1236UvGdVFwHFdtBxsPRNoW7Jm/b7ZUOlObxhDkcAYefH0iNBCHhX+f7pdwj/UlASVEOR4jUos/hCBkcAZ0F5XINRwQMtoDGBHO5AgabT2NCuVxhDofPYOtuDNYUEykJS2MBTJ4wKffQAZ8DtZVjdf13jOr77HWk5AkOg/mlzuTk3yzNivdj4MSZcAqufMcYP2/fk+du1zY09+vfUIfocgSFk6q6ChUSb6QLPKqqru/Vv2H74nuU6feCjZPS8R0BmNuepne8J3eRbTrJuM6DZp3+5nf8pncEWj1QhHTGzrvjNrY7wKqTiu8MxHR4Ten0Neui4rqCMB3ekzt9pnT5W3SSrTsCLJAU4w7vSR1ek7oCbfQpzIN891RsF7KsjLKIWT4pKIV/5uKdKmST8oW7jG/G95C8skZVe/r0xU5H14NHt6N6IjCvHlHYQcFpo/A1juPddu5I4RaxABGDBQFipadvYGxUDGxkWQyx/0TXf0daSM/TN4tiQv0bjBg3jmL0ql3fd7KhNQ+DyUc2a2gsKI8nyhGWrd50IIY64ckTDNyN0V631N5Awz3TdfWr+GWg7JBfRNqOWVOX2EzY+qvFOarNebfRIR7OJ8/erDvdUq6qM+xFV1bXI6Zqub4hSbkaCXZHIoc05er6SoTvtPig30fo7BPq9Hu9sNM1i+qi4rt0yTXYLqptNwXfTUZ67mA7KTZdup47+C7qTL1WxhsMaCOrGolawXW+sJsUkv3ZSbXVRuMaHcfs30Qoqb3c2HSpb4zr+8m3WlOh1pxpucwrPuWzxPJR0OQHwa+alNRBxvVEzWx2nei+lRTHLuTwpXQWCEgLD3gHBPr7G+vct8I3JC3qr4P7d3PV97MUIK1IGGw+g23oJmWYI3iOOLLlzoJyeEKuSLl7n8uUCabertO7b2Pg+5bwHaP9S0EZT1x4IDC+ZNe05oDpngsxP9ig/eZP2LdqbpnqXPOF9gp1Q4VKU66qrVDVlat0lvdJtQbp2VChqj+pri9X6by25aqaSnXd2QtIf6mRYcFh4dsX36eY3e/d/7KLbNNFwXZRcF1UW6OfVFwnBdsRYNFFtu6i4DopNkYQ45BtyD6RGF3UmV3kV0of7iJju8j4LioOjjRPXDWFnMY/e+mOuqYRoafyjVeWb5XvSrWmXK1R1Z5pvNDh6hlUtnksHGX94uvZ+MJ+GmF7w3Oih93SMJqMK1TQWSAoKXLz9Pf29DYGcsj4Ri6XlJTUEKT/ZZ6uz+VLhZ7X70jv5jt9Ol/SWRALEKUyS32D3IuhyUoQ095q+eQBGn6CgWGzAsmU3Y4UFr+UKy3a7x/P32QOx6Efx9rWeeIc/0BPHjF6p1d0w+XulgvttY3NNY0ttY3NNQ3NdafP1zeerW9sqm9oqW9orm9srm84V9/QVN/QVKc5U6M5V9/YfPHGXUZmUuCcEWHUUH1/wP55KPjeGkgfik21NWT1dvZOsUE6S+ns+EG01wt9w7bPInCtLmMP2K+UVbSda7msN73ed74r1PXl6vqT1ZrG8+254uOeC816QmfcfbWWoh0U3JMI3N2DE/zs/wjOEvOEChoT5EuLXD0DDrh5vhW+kZGelhafnFlwpJwnKgAlhaCkkCcuBCSFgLgQlBQC4l4CSgp54gJAXACIC3giJSAuBMTKPJ6I9txEMVLkz/8i/UnKnNzd1X+awLA5/ABdVYwO8Te/dWOq6uS0/Y4UJr+MIz3k5J8AbDR/Fo55EIrvibDVxuKrHKfu/mWKe1CUvLK1qqWj8cKtMxdvqJquHW68cUxz8bjm0rGGa8c0V441tB+vv3C8/uLx+ounTl+obzynPlXb2t6RnZka/MeYCKQ/4KD9XbG63n/UPoH8hoQDRMfr1Hav7pj9ss1fEphBwXVQcXAUmk8c5R0QcfpiZ3Vd4wtbw71ffFeo68tVmpqG5j8bruzZvFGzZ9yziFeKm+2g4B6H4bsPTvZe/SM1lcsVKWlMABQXevgE+Xj5vBW+Ef0dFx3t6e1HywNik7MS0mgJqbTYlOz4VFp8Ci0hlRaXkm0sCam0uFSa7kZKdkxSVlIGgyuQc/j5COLGJg2DxaexQTqbT2MDeYDgef8G2AK+i9GcmrF++ZRN9hahgWa+7kEcURkgK3QKiAc3mj+LsOim4DrJ+AfBeDjGFqaYZa1BeW5a5epyYMWm/bsdPTIo7qkBLoEHnP1dnf1dnfzdnA0S4Obs7+a829ElLDnHOSB616rfEhd9GxUZG7J92d1g8/uDKJsuCq6LYqs3tfUuPF25NkRP2+r6WQ5khOisDjL+pWXNOsj4B6G2D/0mxKzFpQj+PH/5ZrnK2BU4FCr8bdonlWpNuapeXXOmvvVOWAqLtmo0HIl+lXz7DjLuYRj+UeCkwLU/kpN5PFEBjQkCYqWPfzAlKOgt8l1ScighKY3JAXNYvNxXlhwWj5HLZnLB9Mzs4OBQGhNgQXKDja6j/LlSB1l94r+voeGnlvAjbHiwDd4StcvRW1hwlCs55OSfAG407wlHd1NwnWSk2hv2cSgOjrK66Wkqtv9m3/ff4CeYLLYZD60f1+IyusFlpHrPKNWOb6t2fKvaMVK9Y1Tl7q+d5kycu8Zxk3sYyTnYdeO6KLct7lF5SRu+f0R9znc/u0KX3N5BtumgYLt0Vvjzpsa6xahhPhL698KllV6v6/IXOym4TjL+YQgejsXX7Tdx27mttPZa/enzFVX1Faq+GL0RiIPwPVRSqaqvrKprbLksONLgvW7W46ApD0JxnWSc0bkaWH/fD8HD5MkRxB8DErlcYQGdBfGEioMBoWEhIUPJd3+P+LMe+Jm21wbQi+UZDPfAMFIk8d79+9ER4dTQKL6shM7i91+SDto/7Zol/NAShqflZo7fusufKz3CkxY7+8fzN5lrI9A67wQV3xmM66BYd1HwT8JnwvF4ON622m9mGBG/7mfrvUtmyl2wcKotnImHE7FwLA6OxsHx1uI934fstj+81yrvwOqdAakb/LNctm04c8DsSYj1Oy6/3fW8oh+2k4q7T8U/Ilt2e48r3DjGOySu5WpX1ZAY3O+W7wp1Xbmqrq6x+fjpG55O+xv2jNFG2d7RNXd+kX2C8B2u55vGBHlC5cGA0NDg4CHm+7X6gb90cNgcSkgkJC0yAroP6Hq+kfpVzyyQ+lVIflpZ0bS9+6lMfikoLXb2T+BtMocTzHvC8N16/103GavLcKFgH4boOD7piY1ej1v2k/XymVMS18+45I97Fm+rjcLCUdhHMbgb5BlwmNkt30mK3TaKfT+c95z2LNyqe/D09beIuH6RejcY+zjUJmOj7d51i+3nfpfDhtqu3KpQIduEHwzfhoxmdW1jddONyMgkIWkUHG1zh9or4qr/vmYfvnmiQjoT5ImUfkFDzTcyBoi7ep3nGg8WkxkcFm3gG/EJIn8H0t8o+Jn5gP2l+LJDrpQU3OSpwFbz+zF4OAp/PwTbqat3iusi23SSsR0UXAcZ+yAYD0fj4BibVipWvAOz4Vf0LCsLt4Xmpz2trgVYF+6zeRBtCyfNhBNwcIQ5HGKmDbO5G/x65S2HRIzf8WGwzT2/KV5bV7MO1+/wDFEWFJ1tuVheVT8ka753w3eluq5SXXeyWlOurq9U1509fzWTI49ei4ZDzbuDsR1GVt+L+Q5K5vJEBXTW2+T7TVR4n1+APny/qn3Sh29BGSAv9QtPcf998oJ/W9r/bFlxwPpprA0cjb0fjKTxGTJ2sZ0UbAcFey8Eq43AwjG4znBbtTs+aKkZcZY5xmz68OEmODOzxHVWrQetn8bh4Tjbe8GG6+SdIm7kYcQ/DbG6sG+0v9v+kw1NXj5+JytP1TY0n3y+J/UB8G0s5aq6My1XuMXqAMKv3b6THoUhjTGQhfgA5cM7yLiHYbY9QeND1n4XlMLjiZH1ZYG3H8Wwv4OMIeD7De0Tnf7WJ0/057u38n7V/sVcWalLQELJTrPOSDRlNeYX9OSgJWbVvjZwIh6OwXVT8R0UXAcZ36nP6uuk4Loo+Ltkm8ehWG2U7bM43P2omQvx0//xCep//jnuo3+M/9cXJttmTTmyH3svFHcXiUclDzHBr6q/qfhnYdZ/bjUJDEtTllV6enhrzl5QVTdWqIbGZ/du+C6vrq9QN+jKXKrqG5ouKFQXAnYSW53GPovAdbzw3HaQcY/D8ff9Jx5cN5uSCgA6vgsPeAd6eXgZ0zXE/u+/PnrzzX8zvtmCMo642Mk/HtxgAUdbw0m4Fj/cnvkWC7+zDF+LOR2IhZNseyLxXVQsosuRPgGdFKRzAL6Lgr0XgoOj8SoPfPImbDTB3HMVbsfvFsusJrnPN79OxT8KReI537WJYpCeCKv8jeNjM/iA7FBQYNC51nb9j379G0VTvXP9rfNgqmrqzrQcbrge6LyrZtdIbfRMQy+UAYMKO8i4J+H4Lt8JvvYLg7MkPGE+jQlCkgIXjwA3115Zxu8N3/qh41tW1A/r19Tf4iIn/3hwo0VPGPo+FauNxsGJuKPuOPvZFnNtrSLWoK9T8HAS/lkUHo7F90Ri7yKI69pF23ZS8F1ULBxlCyfi4aSZcBIOTrKF423hcOt7wdYdVGwnGddBtX3urKXq+iEhi86uvyqv8txuKk4bbsUmTqCDiky2KDo69vzF9pO66tVDbDm8A/ukvFpTrqqtrj9TceYaxcf78JZv4WjcHQqu06j8fj++sU8j8JfdJx5wWBWZk88VymlMAJQUunoGeHu+nf2doRqvbX/3qn9ipL8lpXr/N6aLiuskY+9TcXAcHo7GcXfjHGaZ/zETneRgfZOKL/fA3wzGwUm4Z5HY+1S9aY4s4Sn4bjISoIe9R8U/DMY/CMZ2UrF3qPh7VJw20gaOsoQj+wi635EhFzQcOzl57SSm+HByRk5aBv385esnn0f2vl2+VadOD1oM6C8jrqpT1zTUttwMDw4r2PAtHGXdQdV14RlQf9+h4LRR+NNOpu7bHeI5JSy+jM4CeeJCd+9AahDZGKcPme/e9e1fwHe3HtZOMu5hqA2cYHMvwhbaZe34h808W/TksRNmmU9O22T9MAIHJ83sibC9S7HR11rAI2XvOnXqxLaDjO2gYO+H4LQRaNUe06RVpulrx797SV09ev+KH45VNcQnptKyspvaruji19++f/Bt8F2hqq+uadS03iZHxInsx8IRGN3PYL9CuHq+sXA0tsJxwv6d+1N4h1igmMHmc0VK74PklKQk2CgL50Pme3D/YH++dQXTKPguMrabbPMkHA8n4DricDvmW3z00ZiPPhozbBgKM2FSwBqb1oPYx+GIv9ymk2yDNOzr0p/rDir2LhX3LAwtcJi4dds+hrCUrajIk53Ik79TyZWeOKo+e+V2d1Rcci4LOtt6vUJVWzm0lve75Ftdr6rW1LXeJifmQg6T4TALXa0LMn4wFQ5HWRdvHbdn34Fs/qE8Dj+XK2JD8iBquEQiM7D0H8D34OvLPnxTcJ1UrKHfVwcF203FwXG4Zl+beDuM53IM8VcM1nLGRJNJ8ywmqw5Y90TadpKxHRQbfe8/pNsYtoOKexxic8Nr4i7SGvX5DnXzrdi8whi6OJGlSGAqEpj5CUzFu5FMoDA6mbZyyWIuJDnXeqVcVTvEK8t3y3dVdX1d621KEhPaMAUOs9A5vwcxUbqoODjCErIf7+hDYUnLGCyQBUhy2EJqaGStpsEYpw+f754Z8C1L7U1k//IF9onBuaZz7SG9yJ6E47UJM5/F2z6Nt30ch79JwZY72Vzx03cnpGK7yDZdSOgIFd9Jse6k4HvCsM17Rvl5uddfvuOxa3PUwtFCOxOQZAqSUCDJVC8ovZi+UFADyYsn6+/aofLtvw1bZsYA8s9euFFRVVsx1My9O75VGnVNg6b1FjkyQWA/Do5AGzlP8Eg8/fPFJQV3l4rThsxIJ2FcKUmArJTOBNmQJCMXoIREdXTdRUB6K/kNbz5em294OtyNhm9jjOtXDaS/sUiXjA4qFske6NJ1scHdpdreDcY9DME/CbPtCbPpCcc9CMZ2UGw6kewYiq5MpqEMbE+oTcueUeSDXqLyRspqPEyZAEdb90RYayOttJE22ggrbYSVNgKjjURrIzD6u4NIJHoAGWRyD/KC4VbaCGttuBUcjYEjJws3zYjOVZy9eBPJHEUS1D84vstVddW1jbXnb4fq1pc2L4h96KDgHobi7/tPoazGe8fkgrJiWh7AE+YnZeT4HTyIUPS28tPefLw+3+aMZIvLddPhuy/mG2doeNBFxnaRkX7YSEU/Q5Q2vgOpHk/F96/Rqq+xhOsJs27ZMyrI11NUeY687gc4cOLDUNsOKr6LYtul23XTm+zUXtJtdKPbMKeP76/fswzSScEjPztICtw9qu1TigXoYBaUwGm6dLtSramsrh96E/wt8v088blcVXeq/kzFuRuBPt5lW76Fo7GGhg06Ra6PvkQarTyNxF9yNz2w5tfgDCEglNOZIE9cEJeS5eXRt8Tmh813xVETGLac9eOUPxWm8FMLGJ5WKOnL97MwzAtKwf+VvZVQhG8PUVVzIOFXOGDCg5B30Zu9vw2qDbEo2TLJhxzdcqWzQl1fUf0h7V8iif26ulaq+rrGliON1wNd9qh3joSjkQA4fQSbrtK0Lq64g4LVRuFq9o522kRMAQ8xeUJ6HsQTF8YmZ8bGxvfB6T+B76ULZ1QWToAfP+ebxS/lPI//xnS/Tiu91+T7l7+L704KDg5D1+1Bubod0FzsVtU0lH+A8YOV6toKdW25qq7x3EVZ5QX/7YRLTmOfRuD7xFd1ILXPkWroFDwcYV24Y9oeFx+O/CiDDeVwBFxhflRccknp4T44fch8exwoPzwehi2bVJb3L83Q3n7B+vI/k+9n4diWA6YHtq4/rLlWd7qpQlX/QcVXaapUDfpK4XWnmy+zi2oi7GY/O2j6QN+avdM4SpZqi3TheRBsqw2ZkU1EO/rH8eWHaEwwjydmglIqNbSrq6sPTh8y34j/G57xpwLd2YqBOzED8v2W7ZO/k+/HYbgbvhNC7WbzyhrOtl2tGMKyEG+fb6QY/slqTYW6oUpdX3/+RnyePG3tRDh8hnEqk6GjSwdV13P5Sbjtbb+pfmtnBSWDoFhJY4IsSEZn811d3Prj9GHzjdgnK5aYVRVNgB/9Lfb338n3/RD8o8BptPVmsXR+y+VbFZV15S8sVv++8V1eXV+hrjtZVXeq7mx1yy1qRILAbgwcZWUIHuxlougq+dtow23Ouo7fbb8mHSrN40mymRBXpMiks4KpfYtrwv8ZfC/+Y0ZVyWS457+O7y4qDg5DF2wy9fIPPnvxtupUwxDD/Tb5rlDXV+hSjOs0p9tKay967tpy3gnVEzloJeguCq47GAeHYYp3TN/qfBDMP0Jn8+lsPigpiI5PPnbsz/44DX3+5V94BeP0n9fn22IDYXrDn5bwY8yAfPeEY7qo+KHir4Paj2//CQ9CsEav/+6CZjvIOG0k7qzLuIM7iMU1FxvPtQ5Suep9zC8ur64vVzdUqBsqVHWNTZeB4irf5dYwZdL9YHyHYZuZqt+J02uo+yG2DylmyevQHpEsSFZEzwNyOQJAUuDscsCws2M83ie+tVoYhtlMJjU0CpIW0Y3iY3sXbevj/57RXIt+cA0N37Eyjo9F8osN+vvN+dbvEuv2d3rrb91Xgrio3xnfSAr9o4CpCQRsBv9Q25WbJ/sVP6l8wyoRb3d/R1Oh0qhrTte23AqNz8teORKOsbkzwL+J0/fZsn0WanPdZ+LOVX8kckpZkDSbCbIgSR4ocTvg+XCw/q5DMnr01ZP/ciImkuLAYjKpoVECWRGDBekLxg6uv4+YwLA5Lwd7rRkN37M09g/yJCWI/taGY+4F4+9ScW8ihh2ZuxQ8HKbjW4jwHTjpcajtXSr2HhXbTcV1B7/RG732B6PYwlHW0g0m3gHBNedvVtedHeJV5lvlu1pTrqqva2z5s+Hq/g0OF51MtBG47sFP/r1gPBxpWbV30oadrmz5ETqbn80EQWlRbGKGWCzv6Rkgk+zvzy/uM7g8ICQiFpIWDlIcYgD7e/4c81OHLeBnRnwLynjSYpeA+ILt0+D46XA0Go6yHCJBw4nmt7xNwwIP5qvORTv8DEdOgeOsnk+IHqo3ejWJRMOJmPuBo+O3zJH92dDU1v6261eLnBZIAAAgAElEQVQN4f5lpaq+St2oabkKiAqSV4+H46e95OzFoLWxU5PXTveJYPLEBQwWxGALRMqyfY7OF9ouwAMROMT5xT1a7aPHjx89evj4deTRo4ePHzx4/PjRgwcPUpKSg4LD+bLXsL/XLJ9Rf9wC7kEb8X0Ykhf6U8L2/D4je6NVhoNN+tAJfbNN5KLxgb7eJ+tOb13w76x1U7I349OG9C1eS1I3YFkbLbbgRsQnJLe131HVnK5QDWVk9lviu7y6vkKlqalvar18w2nvXvd5kxhbsC8+jZkbsPHrZpCWL6KBJXmAmM6EWHw5W5B/wN371q1bA5I5xP6TI0ePx8Sn0rKzaZkZtKzXkcz0HAYjPCLa7YAnjQVy+PmDVQHvzzdxlYXmT4RvM4RvJr8UkheHBgeP/W7L8IXM4Ytowxdlv5kYXoH26ULa8O/9PL38z2iqcb/ZDf8t8dPF9OGLsocvzHrjd/mL8ulS9iezo5at3XpGU3u66fJQqvC3aZ+UqzWtF9sPFRVMmGk/fH6G7jS+4PwvYY/Bb3BzcxfIihgsAY0JiQsOU0KjCvLztT3P3iLfBuMkOSmZTAnjQNJ0OjuDwekrOf2OGA7mcNPpzAw6iyvM5whkdBZkXFzzxXwTEL6fGdf/LuXLlWEhwaPmBHxGKhtBKhhBUr6pEGXfEuUjSAVfkoo+mpvhdZDc0qCyXbT34xXSEXaFI0jKb4nSEUTFELzRa4viG5LyS4cjn9nsSk+Mv9R+o6rmtC6c8D3mu1xVd0pz7tq16zt3OX3yc/SX9mXfkJTf9P7XjI4ovrYrGkYoxc7bmsfI5glkNCbI4AikRUe3b9+pqa0djMwh7t+QnpaWkJypOPQnR5DP4Su4QoPkc4UKrqDfEaHCMJMjyOcI5HmAGLG89X9fme/e9olQpowKDRo75+A3BKkpkfeawkUReSgiz5TIQxG5pr1vjCaIhs1J9PGjtDSq8Qt2DVsKmJL4pgSuKZFnSnjdNxoCQRF5KCJ3nJ142CLOD3PtalUnm1qvIL2JK9WayjfcsR9ivjWGIPVyVd3lG50iXp7JzC3/WiFA2UGmRB6KCBj/a+MJXFPdF8EdY6/45Lf4zdv3S6TyXJ44Ow+AJIUpmYzMtLSO27ffLt+GvlOpKakhkfGQtDgbsS4Mrg8miDTDNi6TSe91F5kDMnRFvgdT3oPwfdwCfmI5MN/rpSgCAsErChdF5KIIPFMCD0XkmRC5KCLPxGjCaIJo2JwET+9AA98oOwFKf0n8DUIATNfzTAm8kXaKYd/5ebq5Xrnafqq+6aS6rqK6vkqlqXwTj8rQ+b/L1Rq9s7KhvKr+3PkrTWcbl64gfvxbwhg7KYqEnG3A+F8zJfBQum8B/Ga9fOKP21KTEvmSAjqLT2Pz5cXHnZwPlJWWvoDMIa4f+7x/Awuks/h6Uvl0pr6ANxOis3W36SwoR1+ynsGCGCwohwnRWRCN3b/3w6vw3Vd/h4VQx8zxG0GQoQjA6xDDNSECpgQAReCaELkmRF6fp78/fJsSuCZEwJTIQ63nmRIAExL41VrxhJ+2ctnMy+23KquR6KW30V/qtV+nUl13srpe396ovkbTdPPWHaq/z5ffOX1LEKOIEHKSTfQKBRETImBCBEyIvLEO8k9/i11P3CQUClmQLDsP5AgVeYAkLDSspbnJQODQ+0/6eAZT9HzTWSCdBdLYIJ3JZzD5yGZNNhugsyAGi89g6luOGIp865v1DK62jfkWIfW/K46awPAM4hrz0yctYG0vvgVyZVgwecwcv28IMhRxAL6RczcYOkYPAabreyH+/vCNIvBQBIRy5DNzx9mLP1tE++F3YuXJY+cv3apQa8rVzw3xv2KRDwXfleq6iur6CrUG6e9aVXPm6s1uEcgc/2+Hj5cKTBwk49dzUQSeCYGHIvT6qdR9FyTo63Vy1L83x0eFCGWFdDY/mwXIio96+1HycnJe7Jce4vWlrr+UrJjO5iO9Fhhsfg6LT2eCOWwBnQ3RmSCDLWCw+MgNOpvPYEIMjuEhPp39nPJBGlMhfB9G+Nb2WGxysNHUWPXhGxDLM1LiUT/t+Xq9FEUCXwZxn+Nc44f6THuP+CbyTAhc1HM7iosiASNJ8n/8ELx2/eamc6fPtV45oaqvfG6i/D18699aU6GqqzzVcPnaneNHDn8/jzRsXuoYewWKyDPVn+T+SseUwDWxzx/+S9SadQ5CIcQW5GfnAWy+jAnJyJSQuppTCH5wT89b0d/IMPi/01LTohMzJEVHkOUjExCBYgWHL2cCUkCk4PLlTJ6IK5JzBHImIAGECo5AzgQlPJGCy5fmAmJAXMjjyxksiIbQP7CJAjJ5wpTc0gO+rqdrTLnZ3438eur6tfhHN20MfDP5pWxIAkLA3EXrPv2DNsqh8HX445oQwTEkyViicEB18h7xvR7Qkw0YPqcJif/FesXHtm7OjvsuXbx4tvkC0j3r77ZPNBWq+iq15tKlq5pTVavW2A+bFTzGQYEiAb1VCbLaAUzX6+A2JQn/tVYx/sdtUeFUkaIEWaeJlGXkkOikhAStVmuo7PcW+Ta8blhYtE9gtOJw9T4n/7CYDL7yz30ulJDoLEnxyf0ugeHxdL7y2H7XwPC4DHHBcUfnwJD4HEhZvtfJPzyeDimO73GhhESkSZRlLEjSq/kOE6KxQBoLNObb46Bba+OEPTunfvTRGJNxk7uvWhn7v3M5Ar5MGRVKGYcl/Wtt/rgNChMiosW5LxDEczKKJP1mYeLIpRmjNxSNsVeMJYqN54whCIfNiX8v+CbyTNcDpogKJ/BMiIBOl9sJv1gt+Ry7K8jX61r71TMtl8qr6v9i08Ch4VtToa6rUNVeuHzjbEPdxg3bh830GWFXhCKBKCIXsf1MCTxTAgI313CtmhK4oxyKPvktnkjcLJGI2Hw5LQ9gQ7I8QBIYSD5VreqjXl+Db+0L7/Z5yPAoleq3fNmvBwOTrNHTVyyd7RaQaGFuumLFiiD/yJ9sZyxdscw1IAFnNXbh8uVufpFYm2kr19h7+KXaYCYtW73aLSDe0gK1eOG8JLo4GzrGESgZbIiuYxqisfvy7eZ94EyNKS3J6uN/jF+8wPrRfYxx/AmDDTIBsUSW7+G8d+zMzR8v4nxFLBjjUDDWIX+sQ/44e+lYB/kYh/xx9pJxDvJxDvnjHPLHOcjHbVCO2lA8aVn0+vX2P/yx8dN5Kd8sShpPZI3ZoBhnL0XkW/uif87P9PYlvw98mxAA5EfGhAiYEngoAteECKAIXJS9+ItVwtE4Yrif69VLbedar1aoNOWquv6K3BBSO3Btt9fjG7F/jFe0uvScyurG1ks3G+urNzpsHzbT92tSoQ5u/Sq5j31iQuSZEDkoB/Hw5XzznzdmJ0YKFYfoLJDBhvjykojY1MjwCAOWLwgPGZTvHqMnvKBJg+EhZLJUEJpAHR1wAJMVY5EVO23LRrwkzyzMa0awi2162OSMmBmbHayF9InBB81d91rmJk1PDLT23DuTET8lNQq9fTNezpwa4Td545bFG3Y5U+MYkKyEDYoZbIjGNMAN0ZnP++/UVpgUysxHjjA9sG9qz+Ne8VV0DpDNBNkCmUQmP+jujPmZNGK272e/Rg77JXL4r9GfLc75ZBHr4yWcz5bkDp+TMGx2xPBfIof/Ejns15h//J7+jfni6EC3mMjQ73/4bZOdHXo24aN59H/MTf/fOWnDFzE+W877CO/t7RvQ0lj9t/M9sBB4JkRgnL30y9X8UfhNXi77Lradb71yp7xaU6Gqr1T1Qrm8ur5CXV+p0lSpkJhVzevzjTzF4BSvQzreV6o1Veq6clVd5anTF9rv1FVX2hE3DLP1/oZYaEKEUIQBzhjyW4R4UUyJwEiS/Oufffdu26hQFuVyxXQmyIZkTEjmdsD7XFPL4Cr3FfiGB7ostL0fgmFYq9UaT+ADEYfFE45Jp/Hp6Mpia1aKRU2ZTW4yprrMgpVmUXfEmpNudqoMLWKYHRVPKwQwCq5ZAWghzLWuKLRip1qcKsOyUmeI6BMV/LHr1i10peSkcQ9zhEc4AiXdWH8DOr6rT5q0aGZMn2yaEG4JP8MYx1flsCEai09jQixIIlUU0bLSfb3dHTZuX0vcuoa446fZi9YsWbxywcJZvyxdTthFsN+xjrh1HXHrOsJmwmaX+Ss2k4ikHCbXy3kXk5G1aNGKjY6UPQdCPSipc+aunL3AjrjZKSgw8GzDe8q3qc5/zzGxF32xRvYJznnntm2a6vIr1zvUtadP9jaLESgR14qhp/Mr8q1/bkOFvrQn0rW1Qq05qdZUqOsrVXW1jc1XbnQU5EOLl6/75Du/b0gFKBKE0i+L+/HNMyHo1spjSdLhCxmz563hsRmAWEnLAxksiC8riklMS0lOeRW4/zrfz4/0whvmscILeOOL+da5KZjDEgw9EX1UapURgzmhQGfHWRyVWtHiZ5xUollpVkrAAsiyEuSYS5loVhqmVIRhJKGPSK0yoq3KxFj4mYWqZMLuXb/s2rFm6ybHiGSQJyrRexKf+wdVf5o8uWOJQ5tKOGgYNrZPynJZUA6Tz2AJ6EyQwRECkkKRTCEUCiRiCQcA9xHnF5PnsPfgDm5czAUFCkW+UAAKBZCQD8nlUg6Xu2+fc0xKppOrZ3RitqeH5832y6frT4kFvAIBM8jbTQDx4+KTGmpU7yHf+uUagCLwUAQuyl74JUH58fd+8xfbKyTQ1Ru3G862VlY3lKvqKtT6klcqTbkKgbWfs/yV+O6l8pGDJ1X1lacamlrbr7VfY6RGo2cTPpkdMZKUb0LiI8uYFzhnUQTuOJLwC4Jy7A97ggM8xIVHGGx+NhNg82VsSLZr5+5bg29YvgbfPUZmiaKgpO1S+4DXAGx0GYBshG+rvFTMYYlVdjzmmNwqMxZzRGKRFWteKsKkRliWCLHsdEw+x5ydbiXIsZAy0ex0TKnIipaAOSazyorFiHJtOm5iYHh6+4WpZ+vH5gvHb964OCSWwxUVIG51Y/8g3GOx3cG28YQV3Ns+yWFDdDZIY0HZbJDGhGh5EIPFzwOlgLiIAcg3rlspCVyUt3+W47bN2fwSgbyEDclYoIwJSiFpCYMtcNzvEp2UsWefc1hUkpeP3/WO+6np2avXEjh8WXJqVmRMUmR0nOZUxXvIt27nVec0BEwJXBSJP4Kk/OfsBMsf10aGhbY0nbvYfrumoaVS3WBo+VCurq9QawbY7HwF+8SIcmQdWVdZ01h/+vzl9punqsqd9jp/i9vy8YKcMfYKUxKg3z7jDaa/x6/noojASDvlp79GE0hEiVSWB8roTJDB4UsKj/qTQwoKigdUta/Nt4Ha8j+Pr1m9pqbu9GCXgWEAg/B9VGqRFWteJsakRlgWgDiEb07GwHxLmDYdNzHwPTR8zxLJqhRxR2/buzudVZgHCOksgAXo83cOm8DwjI6r1s9uW2pv9apvn8Ph09kgnWXseIGymUAuT5SWJyGtXMLzmsvY99P2jRtTuHIOJKHlAXQWlMUCWJAsMztv7x7H2MT0vfucw6ISPL1879x9xOYAa1av5QulKSmpCSkZ0bEJDaeq3kO+dc4HAmDYCxxP4IwnAKPt8j9dyvn8O9eVq+wlELu17WLLhfa6xtaqmsZyla5r5gBRJa+6vtRUqOrLVfWq2jOas62Xrl4/19SUnRI/e+6qz7/3/GylZJyd2JT0fGPhhcqbN9ZOMnwx8/s5q9l5dFBSRGeBdDYkkJekZjODAgPv3R8gT+e1+TZcH+dbzmelpQSHRNy8cQse6LrpMVqMDqa/jfkuhF6N725L7TVL7XUM/NTyzuWxHl5LwpLFXIGczgKYPGFqnr5/sXY63I2Gb6GN62syoVKDv5zGAugskMHiI251JiBOY0pJK5cA3vNy9s/a4uCQysnn8mW6cFwmyIakWbS8fY7OSekMZxePpFSai7Nrg0ZTd0p14sQJema6m9M+FosTExt/uqbyPeQbpQ+Y6U+SCUn49Trpp39kTPzBYeeOnXIBt6n5XNuVG2darlbXnyuvrj9ZVVeuqusVXvtivlX15VV1J6tqK9Sa2saWc63tFy5daWio5+TSVqyzH4Hf/tmi3FFEsYkd/7kH8/l1OOAZ4461k3xJUIzDbYigBEjyCxkcAY0JsCCpQF6yb6/j2TNn4MG9Ja/N99WrV4MCgioqK9g86OrVdsNDgxnlr6K/X4Pv65baa5bwQ4s7Vyb6+yxMzC6QFp7gCosF+WUMYaWLl/eJw8b1kdEwPK20aKqLW7iwUM2XFUGSIkhSCEqKIGkBX1YMSQtBSYG44AhLdGgbaXV+0IKQDbYEh600UMkEpcgWEg3hm87eun13cETczp27UhITbb5fOH2+i+2CXT8u2z9yxuJpPxDNvl/r5e17rvGUjm/Se8S33ous27o3JSBON+QhHooEjLUTf7FW/uksyqSZa7bt3MfOodXVqC5dvNB68drZ85drGs8jBJer6k5W1Z2oqq0723r0RNXSxUv8A4Ka2q5UqBtOVtWdrKqrUGlUNWc0Z9rOXbjeduV6y/m2ihPHs1ISl67b+ZX11o/nZn5LkI8lCVEkHsoojOeF+ptrSgK/IhZ/NcvLac9uiVSWB0jpeRCdxc8vLT8YGCLkQz3a12tn9pExsn3AvXnrVqB/QB4L0MJwbELKnY7Ol77cW+AbDT+06G6fsHXzrPXb07zJXFfvDA//nB3uOSvWbj5eNhHuMddes9Ret4Q7rWHYjJY6ZvHSLZTwtCBqeCA5LIAcFkAOC6SEkanhgZSwIEoYNTT6YFDYst9/ohIwG5b9FhyVBIgLdOFfTIjGhHJ54hyuaNfufSQ7h7Vr1jru3DbVdvlHf0D/u7pg2HLoG4Li87X5//tTpKd3QLPBP0gSvGaI4t8sJiRotH3+F+vyP/kt7ivs5oUrtwb5BwEcVsXJo83NTVev3brYfrvl0o2z569ozpxvu3pLXdu4bMnSQHLY1Vvd59qunmu9ev7yrQtXbl+4eLnlXEP5sVIWM9fZI+jHRdu+mrnn47kZXxGUY0kiFBHQkT1w/A/PsLmj39MBRtoXD/85ZM3y5SI+wBMrs1l8Wh4gUZZGx6f6+hy8cuVKf5X6F/m+d7c7Pj4+Iyvn+u177Te7qaFR8XEJHA6Xy+UZC4fLy83JLSwoeFt837DUdqDhLitB3ozIIExGDC4j2jIjBhcfasNItrjWjIbvY7TX0dpbaPjxjOOHphLtVm7a7r1nn8vuPY679+7Xi9Ou3ft27963a9fe3Xsc9zg6b9uyff+uPRFJ2YCkIIcjoDFBHd8sgMHm5/JEWbnc+OSs1CxmJoPlFxA4YfbWz1eLxznITYjgaKJk2O+JHt6Bze/B/s6rAj1QMJkJiT/GQfENUfnJ7xnDvvcd+8Pu2Sudtuz1Cw6LYuZk50v5J44W1VYeu9zWfEp1cuWy5cFBgZcvnNfUVB4rVUr4XFpGWiglaOPW/d8v3jv6h/3/80PYp0t5I+yKTOwlKCJgMD8GNbV1O1OG3xbOmA1FH8/N+PHX5XmMLEhaTGfyaUwQECs5fKmb64H62joDq6+uwz+CB7Jmnj17xhcIY+JTLt/orGtsrm1sLig5nJHJyGKw6EzAWHK5gmwGi0INvXv/ITzk9reh8fZtDPxoBvxsEvxoIvxgEvxoIvxkEvzEDO7CaK+jtdct4S7Lex1TAg7OdAziKg6V80RynkjJEyl5IgVPpOSJCrjCfJ5QxhXKeEI5IC6EZIcA+WFIXsLkiXLYUA5HkMMRMDiCHK4ghyPI4Qg5fDkkKYIkxcL8UmXxoUAfl0k/bPpyFYhyEI0mCIfNSfDwDmzqzfcgBuX7Jf3ixrimBK6JvWSUg/KLlfxhC3L++WvcsB/9xv58YMY8559WHZhPcF1h57Rw5bZFC+fNnbtgOdFx/uq9M5e7T/ndfdQv3l/8Qv7415hPFvO+Wicf7aA0sROb6CN2TAl9w9QG+jDPz9gY+/xhSwCLn+1TY0MkyhIGW0DLA5igRKgs8wsIFvEFfRTxa/Nt/BxVZTmZGtZ88dqZ5osnVXXl6nrNmdaWC+3Nbe0tF68ZpPlC++Wb3ZevdzByWPcfPBxi/X0XbeBbewMN30LDHWj4Dhq+g4Fvo+E7aPiWpfaGpfa6pfa6Jdxlcef6RG+PX7xiRIBCnQscyQWP5oLHjP4ay7Ec4BiDd5jOKaVzSumcMoMwuIfpnDI6t4zGKdUJq5TFP64sPRHgd3D0D3s/WQJ9Tjr0ydxUX3/KB8R3X/1NAEwJPNP1XEPIiimRi7IDxtmLxznIRxKln68SfraUO3wJe9gC+j/m0z76KWbN8iWTf97+P3Ozhi2gDV/C+ddy6Kt14pGk/LEOcpS9CEUCUUQOylhn60F/MeLjCVwUgTfWXv7Fcu74f28MCaYqikpzeUIaE8jliSQFh6kRscGU4LvdXQa+X2s8X19qn68p2319/CpPNZ47r8tULa/WVKg1VacaqqobKquRv5qq6oZKtaau8XxNQ0tGJu3pk8dvT3/r5LqhVRoavoOGu9BwF1p7w1J7zRLusHzcPSM0wHr2/LXbd2zfupm0dbPdK8mWl8lm0s6dDs7OOxcvWvzTT7/OWrjJ5Ke9//tdgOdB6vsQf/LqfPdXmeN1gVnG3PNM13NNiVwUCUTZ8VF2wnF20lEbikatFy745dfvFu0a5VAyzk6GIglQJL4pCTAlcsev5xj/78Y062MAdUvegT4V15TIHWOf/6/V0gm2awPcdsiUxUxAls3k57D5gvxDsSnZri6ud27fhl/TLBlAfyOjtfWCr4/PoSMnWi9dR1yhz/32/dJAylV1p+qb1Jrm9IzsJ48fD7H+7sc3fNcSfoqGYUsYRsOw1cO7mCfdaPgxBn6IgR9hYK2l9p7l3UtTH7SbPmhHPWg3vXsZdacVdf+qqf4IqrMN1dGGHEE9aDe9fxXV2WZyuxn1ImkzvXHdlB43keTgUq6qa2pqFoI8C+sfdzm6N52u+VD41gG93qBfuXo3IhexgxF/+XM09fNN1/NMCACKyBu/MGzCGtpYktCEAKAIXFNDcpMea8TaGfCiGlw4Y+xl/1qnGDNrn/P+HZL8QhYopbNAGhMEJQV0jtDdw7vtwiX4NW2SgfU3MvY6ulIp1K57j2o0TeVV9eXq+vJqTeUgOU5ICvS74RvusLjaal6tRp88aVGWb8bLQjvtNCd7Wp6pRbc2WzaftWw6Y97abNnWPL2tecaF8xZtzTM6bljAPRZXLpi3Nc9oazE/32T+pMvi6T3zi+dnXGixaGuxuNxm9uTedPixBXzPfFCBZ1xqGeftsfFo5dW2KzcbzrZev3M3JSHOaZ/jmTqV7cLdw5YCKOKH5D9BNjVN13MRt4ben2hQ8IDhSjAxTCDwxhBFY4giEwKAIgAGt6PxZWMyCNAmg1pu3HEO0s/XKUb/uM9p/w5pvpLFl9OYEI0JACIlT1zg7hP458mTA1Lb85f9381N50JCQo+eqGq7crNcVW+0mzVAvnS5qq5G01ytaU7PyH78yny/6v6lge/rlvAdS/gBOjZwxuTxM//5MdKxcuRHH40YNtx8C9Habafldjv0NtKMHfaWWwhm20kWOx0wG1bPyI5F37iK9tk/fct68+0kC/uVFnVHrM9XofdsnL6VhNm01sJth8WZaiv4AbKRZBA0smbVWfYPzWoPm7p5BLdeuVmh1lSoGzRNl0qPlodQgxuq38/9nfdOTIzytRGyUUTu2A3Kf60Sjfphh/OenSKZgs2X05kQjQlwBPlCRZmXt59AKHnzmmg6+wQZyI2mc+cCg4JrNc1NrVfLVUahBSod0xVqTWW1pkJdf7Kq7pSmqUbTnJ6e9fTxYxiGQVbYi/gWYdKjLI5IrV/bf3IDDXdaVh1HZ2bgo2PQ/r5muzdNnvvzBIe1NoUS68MlFsUKdLECU6LEHCq0KinAlBRglDJMrdri4QPLE0csipWYkgKrgnzLW1fQ929ZHSrAFCkwBXLM0UNWXTet4EdouNtYLOBuc93tTku4x/xsDcrd3aWhubvp/CVV7ZkrN+/msEF3V7eG2iqd/v5/vl+OOIDEeaOIXBMiZ+wGxb9WCsbN3OC2f4dcoeQK5HQWlM0E2Xy5pPCIl08AnUZ7+uTJa6nqQfnuP0pKSn0OBp1tu9Zwtq2iSlOh0tSfaWu72nHxWmfr1TttVzsvtHe2Xe1svdpx8879q9du0XM4Dx6+Et9pkRaHJa/Nt/a6pfYmUgECEQystbrShr5xAQPDGLgHDfcgx2fA8HhYOwGGJ8DwBPgZCr4/Ae7R34VN4Uem8EPD3QkwPAG+PwHunAB3G4sp3I3S3e4YD9+fAD8anZds6eOffv7i9Zu3Oqsqy+f8Nnf7rv1NjR+Y/f13880bT+CaEIExGwr/tShnAna1r5eHXFnGFeTTmACNCbIE+ZKCw54+/slJSQ8fPoT1a8o35XvA5wMAGBgUcunqzfrGloYz5+UFh6jB4aERMeFR8WGRcWGRceGRceFR8TGxiaFhkT6+AfcfPYNfzX/y2vaJQa5Zaq+jtTcttXcs4buW8CNL+IGl9iZa224J37J81m3ByMDZbZl/0GOBl8v8AcR5vo/HAm+33gddXy4U6sKDB+bN+W2ePclu7z7XnxZt+4fldle/qObTp/6f71eDm6vbrSRB35KUw+YkWv+4IorqJ1MUsvn5NCZIYwEcgVysLPXy8Y+Nib13995zLI0yLP8i3wOOnmfPmDmM6NjEK7fuXrvVFRoafqi09MyZM2fOnj1z9uzps2fP6OX0mbNtbW09WvhV+f7L/sGbltqblvAtjPYG2uAX1x28h+m+Pc3D/Wc7t7xYeklYsigsQRoWLwuLl4UlyMKTJGHx8rB4eXiiPCxBjhwPjZeFxkkHkARxaILEcDc4VhyZKgWFxSH+7iOt1/7j18RPlvA+nptxMCjsA/IP/t3CRRF5KHvOU4wAABFpSURBVHvB1+vEn/0UNGf+yoykWLmyKBeQIjvHXKGCLyv28PaPiYm9d08HtxahW9ujfQMN/tGAPkXk9R4+fpqYlMoB+E+fPUuIjb1x/fpLX+5V1pfFAuxf8Z/cmwE/NYOfmMFPp8NPp8NPpsBPJ8NPpsNPzeCnZjA88dm90dFhMwMSBIqyCkBaAkqL+LJSSFrClx3iy4v5slJIVsaXlfDlJXxZiSD/qCD/GCQ7xBEoWFA+C5SxQDkLlDNBWR4kZUL5XFEhKC0GJcWQ7FBh6fGs9CTcHzs+W8obZa8cZacYNicxkBx6sUVju/D/+X453CYkaLSd7IvlvNEzt5BIm7isPKGsKIcrzGYCdCYESQtBabGnd0BCfIKxWQLDMNzT81bsbwPiV65ciYqKqVKp2Rywvf3aYDMNF8lL9LcIkx5lflyOeQ2+r1tqb6Phu5jGiunH8qeoSqZWFU2tKppaVTy1qniKqmRaVfHUqqIpNYennlCa7thivWmvb3hkjF8A5aA/JZAcfNCf4h9ADQikBgQFU6ihQZQQMjWEQg0JokaQQ+OymBAgUjIMMbRI9SwWmMMVsCFJDlfABKWAuDAtI23mvLXDF9JHOhSZkMAxBOGn81JdXNxPFkH4BTu/WCUyIUH/z3cf0XtLABN70Qii7NPfEybPJLg7O4qlMkBcyGALaEyAxuYL8suYoNTH52Aug44UqP9r+zivzbdhVKmqE+LiQkIjbt66059suPf2/tDHf7dbwk8stfenbtg8e87Kg7tdqZu2+2/Z5b9ld9DmnQHbHIM27/LftM1/677A7Y6Bu/b5OLkccHZ22+fo0kecnNxc3Twc97u6urrvdfJc9MsPO+dNt1u9IjmLxRMqspkAUtEzm81ncPk5PLGnd8CWrTu2bdvp6uT4/e9rPl2YPWpDkSmRg2ijUesgzAKnOcu3TlwUPJYkNdqX1tUk+a8QfUj3c/e2UQGq8es5KBI4yqH4s5XCL3/ymr9oVXJsqLSglAlJ6Sw+LQ/M4QilhUcycjgenj75EoExUUM4Bua7z7r1cNnhP+bNr66p6w83/Pr5O6/MNxq+bQn3mMPwxELo2x27SNngcYHyJEdUBkgOc4SHOcIjHHEZR6S7AUhKBfJSvryELysSyIr7CF9WDMmKQGmhoOBIrvj4Dod1SvKCAyutiJt3M8VFTJ5QHyILsiEpnQlu3LTjgKevHdEuJChgyg/2X61XjiPyTQlcpE6sCUnwLUHyxSrhGDsxigDotgCJPKQw599P3jsRQ+gfSp8RbLSFyR3rIP+GVDBsTtyUnzbv2b0PBACxsiyXI6KxwCwmyAIl+SUnQsJjvbx8Kiorh5rq5+MlfBsgViqUrRcuGR7V9vaav6L+RvIvX+o/EevyL9EwPKX2hElE0DTiZiIlKofLl+krooAMFqi/oc/TYSIFaUEaE6Qxob7C4iOP5oKytFwRaeViwHsebf/sLaR1aWwJR5BPYyLVEkE2JMlmsPY7u6dm53l6eIFc9syFO79eKx5HFKCeR1MgJTsgQ5qjyfOv/L/IUNF5tQm6Kpi6jGYSf+SGkk8W5HyF37lslV1KbKhcWcgTFdCYUDYLYLAgSFIgKTzqGxhy0PdgU1Mz3Bund8H3qw/9IlfnwkH0d4lAxzctQc+3zCIr1vyEwioz2vyYDMNOxyi4Or5lLB3f9ETMMZlVRjTmmMzq2SMz9XFUiO/07dvW7D6QHE3LZ4sKc9h8OhNksPiIocxg8en6Hj2DVCrsLWwBncVnAZKsPIHdqqU873k5jrN2bySlsmRsvhwpsUJjgixQlkFj7d3jGJOYtn+/c3ZWBm7+9m/WivTlr3j6L7LXhrYuZ/blERf/OWJCBPQx3LpLehyRP5ok/3KV8LOfAn/4bU2gl4sA5EiUZXmAlJYH0phQDk8oVpaxIZmHp29KYuJtfRr8W4Ib/st8a42MbxiGDR5KkBNxRDSiQjlewsSoSjDcjOmqEpu8FIz6EJqbaa4+ZJWTOK2qxBLItioVWojzMEqeRZkILedYlRdY5SWb1x3BChlmaRETfdy/27Wb5O2flMjIZ0mKeQKZrtw9S0Bn8XWVaZ+XJnxBsXD9HBafxhHSWQIWIM3I49utWgr5zM9x/Gnn5s2p3AKuMJ/BETK4YgZHyBEoMnO4+/Y5xSal73dySU/PxM3fPmKtEEUyfJ0AisBDSm4bR2joHvrvsb/14VkmJGCcnfBbUv6Xq/if/xxk8dM6x7372DlZsnwFV6jQVcdmQ1xhvlBRGp2Y7uzk/OfRw48fPTQG6Q39JIONl/BtsD1esqTVamFtDwzDYiA0Lmgs1dcyK3paWtS0rRu+FzKmULwmU30xSaFmaVFWWzf8JGJMiPCy8NmJyY4zjyHP8HGzpMWaJkVgtzrgxbkTI/2nbdm60peSm8UqZAkLWXw5g8NnIMXwdWoYorEBBnvA1g6Di74AOROUpjIlW9YvLwtdyHH8t++2dVyRUlFULBRLhGKZQCSRKws5kGj/ftfYxHRnF7eszCzc/O3frBWPI/L1MXeAcYE8fRl8AEXkodb/l9gnXBSRhyIBJnaCsSTR1+tlny/nff4z2XLW+r27d+fSsyTyfECkzOGK6EyQxoSYoJQvL2GCkoMBVAqZ3H7lci+69E7At2GlDMx3z+v4aIzrs0UFui9bONc3PAWHmbZ06Qq3gFTrGahFK9Z4U2JmWk9btmy5R2Dq92YjFi5Z7kVOwVpOXLJs5X7/OBuLSctXrHX1T8JMRy1ZOC+XJwVlZXmASK+YQRoHovUuJ4uobZ1SZ0IMlkBvtLyEexYopXNE65Yt8neY5bXuR/tFc1wPePn6+np5unt5enh5uPv5+e3as59kvymDznJ3cwOZmf/+Y9OINQJ9jVauPriUi4SJoogcUwIXhcgLi3d+SDLQv2NK5KJIAIoEoexFY+1l36yXfb6S/9WijG9+9rWZs3H/vr15OTSpogAQK3J5YnoePzsPzOMK+bJiQFwQl5zl6OgklsgePuq78d6/KNoQjqHpX2z4WKHBod5BkQXHT+13DYpOyJQVlLkcCAiPzc4vObnLyT88LlOQX+p8wD8kJktW8ucel4Cw2GxxwdF9zoFxSVnSgjInt4DQqEy+rITBFiCVNV/F9ngVobF1Jg0LEHEB8Pelmz77PW7UsswxyzK+WpD4+dy4z+chEv/Z/OTPpi/38fLIzMic/8dSP0+n7xbtGUEqHGcvM5TYRMTETmpiJxmrl3F2UhN7if5Rybjnt6W9b/cXSb/5A86RjrOTjLPr/+KDvdpLZaCn2xmJ4aCDbJyDfKSd4mtC/hdrJMMXsz+bn/zNr0HT57msIGzz8/Fm5eVJlMVcUX4uV0hjQrQ8gMHmg5JCkaI0MY3h60eOCA9rb7/6hrD9hTHE9e0zMzKiE9IEijJIUsgR5OdyBAJpAVeYn8sV8qWFXKEiF5BA0iKeUJHLFUGSQp5QnssVgpJCriA/l4ccyddXRn5xF56/KCxAzOWwfpy/4X/+YP5zCfjPJbx/LuF9bJClwEeLBJ//4LVri8O8P5Z/ZL79M5udn8yO+WQxe/hCeh8ZtoD22ZLcr1cBX64EvlnF/XQRY1i/Of8h8nvi8F+jvvwt5OvZfhPnuGPnblu1frO38970pBixSCRVFHH5CkQl0ZgAnQXxRAp5yfE0Osf7YBA5iFxcUjYkmP2F8Tb6N8TzZcXZTJDBgnLYBueGrskOnQnqXB9MUN9+G0Rq6+h8f4bmDXrzY6iEwRbQWfxcQMLkgvYbtv68ZPv8VbvmrdppLPNX7Zi32vHXVW4/zvpt1u8rf7Ujz17v99uaA/NW7Zy3apexzF21c8HaPXNX7pjz++oFvy+fNWfd/DW75q/Z3WfaBy8rd85fu3/Zuh1rSTv27tnn7ekREx5Mz0wRCgVyZbFAXsQExHQWRGeCtDyQxoLYwnx5yXE6i+/i7hNEDeOx2ffu3zPm5B2Poe+fhvTfQXYEcwxru8H9dzlvQUkPZJ8I6BwBgwXR2PwcriiXDTFz6TwWYyChc9nMHA6UxwF5LAaPlc1jDTCTy2SIhWBycpKP/W8ZW9Fum5bzOEwhxOYONPnDlBweK4fHovPYeXwQEAqFIolUpigU5R8CJMVMQEpj8WlMkM4C6Wx+Lk/EEyklRUfzQNl+F48AP3+RQHDxkm4diVRhfXtO7heMIe5Pkvq8v5Se7Jd5ORh6bY3YJEOrs59L7wZuLEjKExk34zQWJU+QzxXmc4Qynq5tZ37/aRyBQlJ0LI4ucN+2muH4/e6tm1jiUkH+IQ5/gMlDJG/vlQc+D1yhEulLyubL8wBpDldIZ/Oz80BaHkBjggwOP5crZENSQKLkyw/RmJDjflcfX9/ioqLWlmYjOnQRrn3SaN7NeFv9pWi6fmigoQGDXvp13TZs1vTlu/9z38w+0fNNY4FZLB5Nt9M5gNCZAKKZkLvZA03OzgMBkTI8Oc9l08rM3d9tsbfL5MjYoAT57v/zhM6CcjjCXK6IBYg5fBlHWABIijjC/DyeKD4pbe9ex9DQcJWquv3qlQHB+FuUN/wW+kulJqTSio5UAJICUFrYW4pAaZHRjT7S/3jh4JPfUAZ/WUkRICmEpIUsSIqU5DRcgf0FkBSGpbBdN63I3P3dVge7TLaUBUqG9pocSPhsvhyUFgHit3Ry+p4f5IQA4iJAVMDmy3I4wgwGNzkzLy450z8gyMXFDQCFN27cROK2DaO/QTKEUYGvPoasvysy4mLjXF09kzNywmNTIuJSPzRJi0rIiErMjIpPzcrl5QHSF3BGY4KguCAimYno760OdllcORvS16F9O8Jg85mQNCU7LzIuJSohIyIu7a2fk/i06MT02IS0mIT0mMT0hOT0yOh4X28fcmCgRCK5fefO06dP/xbF/IpjaPzfhnuFBQW+3j6hwSEfpISERkZERkZG7d2xzc8vEJAUMth8BhuiD7QkePd8I8WdOQK5q6ubp7t7ZERkaEjo2z0h1OCw0LCYqOikhARaVqZIKDpVU/N/7Z3LjtJQGIBfwVdwMzEmbvURlIWJCzrAIEZNXOkLuJNwTwbjQhONTstMLwM9haEXGArRcTJG6KmsRhx8AZdOXGjYAC46UwscnAuFdprz5V8RWnLajz9/T/7T8+t3b0ZnFolt+xcPhsNZ1sm5is8f3yeT6XxZzW2WrB1dDvpN0YBkeJoXNwpi9vmLH6NlroNYW01dePttqE8GI+HCMZ6Z7WrlWSzFS40cVyIZdP3tRP4GDC+xghJPrXa73xd8TU402LN+m7hweOejVq1EY6mCWM9xRYpG9wg4Un/Tht9pF/nt7PTIidj8fGlg3U/W2kbTR4V5yNhqt77lc/M8fUs712D6Oc8aY/emVpGjsaTxanCSBiQjTM7iO1N/86LV7xlHfSID1PUZW9tl3il3Km5b/e0lalUlGk8XJPXY76n1SXrRz5ciC5SEE/kbyVxb/2xhLvn7orNdrcTiKV6q57jSGsO/YwumZP8eNGmeL9es899vNxVujn4L5HH+TqRXD9zht/vBfiMw/AZyY/1o/gRQE40GazRfGM3fbziFA5KxmZ3tQbECuWHm7yz2+5RgvxGo1vxNg5yxNnmiWsiX1fjLo/z94O7Ka1ZhgUwZ/we7w6y/GUFJpDLdA/RepJgxsN8IJFlOZLK1XVisfABSA8gNYSKAVK/uaK/Wt54+ukM9vv7kYTgv78j1vaKEeDvF7GH8oqjuiupePJHp7O87fZEuBthvBFvl8q2bvkAwTCyHiOUQQSDC7w9GIvd9t4kbVy/7rl26srREBCKhUAT5ZVvC7w+uhO8Fg+FAKNL5hvP3qcB+jzMYDn8eHrbb7VarCTVNnx5fIIRQb7U0rdX81NR0qOsQ6vB/h5w7DHQdQk372un86fXcOV/hNrDfGC+D/cZ4Gew3xstgvzFeBvuN8TLYb4yXwX5jvAz2G+Nl/gIX9cYz+SU0dAAAAABJRU5ErkJggg==" /><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 234.2pt;" valign="top" width="312"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span class="figure"><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;">Float
trap with air cock</span></b></span><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;"></span></b></div>
</td>
<td colspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 244.6pt;" valign="top" width="326"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span class="figure"><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;">Float
trap with thermostatic air vent</span></b></span><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;"></span></b></div>
</td>
</tr>
<tr style="height: 233.4pt; mso-yfti-irow: 3;">
<td colspan="3" style="border-top: none; border: solid windowtext 1.0pt; height: 233.4pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 478.8pt;" valign="top" width="638"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<img alt="" 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" /><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;"></span></b></div>
</td>
</tr>
<tr style="height: 11.85pt; mso-yfti-irow: 4;">
<td colspan="3" style="border-top: none; border: solid windowtext 1.0pt; height: 11.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 478.8pt;" valign="top" width="638"><h2 align="center" style="text-align: center;">
<span style="font-family: "TH Niramit AS"; font-size: 14pt;">Inverted bucket steam trap</span></h2>
</td>
</tr>
<tr style="height: 11.85pt; mso-yfti-irow: 5;">
<td colspan="3" style="border-top: none; border: solid windowtext 1.0pt; height: 11.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 478.8pt;" valign="top" width="638"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #31859c; font-family: "TH Niramit AS"; font-size: 16pt;">Thermodynamic steam trap</span></b><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td colspan="3" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 478.8pt;" valign="top" width="638"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<img alt="" 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" /><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td colspan="3" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 478.8pt;" valign="top" width="638"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "TH Niramit AS"; font-size: 14pt;">Traditional
Thermodynamic steam trap</span></b><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 236.95pt;" valign="top" width="316"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<img alt="" 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RMnTqSnpn3xxRcJ6+P379tnt3ztyayTDYHhrVuS8nNzr127Zv/cJ9VmqyiUyeVatXJd3DrXxZALkFfLzd7VY2o2aSCZzHqugFk2r+Vm2cQRUXRr2QQCgUwmbzZpdvcYucw0Z1yeFzF/WVhoelrK1uSt8bExHgvWuvhRY2kxKdu3J25K3Jw4lBITE7dt3Roby4AVCgSG5TLZdCQZBIkEgq+++sp8Zj755JOVy1fEr19PJZN/+OEH+18aOzDrZKPTaHK5/NGjR46aH8nlcCAIEovFkmHEYrFGoy4pTHcCmB6EnNqqYgRR6vXapC2bXBc2+K+sD8CtJixNCAJW8irZCIJY/sugQ9ZGxZplc18iXhM5Qja5XM5mlwXhluGXMHwxK31XCFyJnMSN6+RySCyWlJVkuwMZrmB+YV4GBEkb6kcg4PNZLOa1a9e+nU6+uf3N06dPzaflyJEjzJLSwcHB6qoqGQQ55NJMN7NOtpTt29NSUkxG448//mj9/osXL+7evXvnzp3v7nw3Tenu3bvff3+3qLCwrq622goejycRi7PSk5ywBW7YreWl2fxGgVQi3rJ5wzxsLkhp9QtHfNc0/9M7MSt9s1gkrOZVV1dXV1VW6dSKiCia5zIFgdbqvkQYGUVqadLz+UO2KZVIfm7KP31SFkT1BEQaiLE75mHzM9OSVGolDMPc8nwXIMcFLGUVZymVSvFIzAu2Pn7yxG7X5cSJEzFRUUoYpsSQdvR02y1fezLrZEvdvj1+3Tp+Y+P3339v/f4vz56pVSqhQCCVSKYpySAIVigYdNrW5OTNmxI3J24eTompKSlUcoTLAvo8n4gN62nbkrelpaSQoiOcfaIwSwswS7Kwy4pdfKNp5OiU7ds2JyYmbkrMTM9IiF3jvmBtcEwrQDYERTV7BkTUVRVpNFpzVRNB4KL8dGdsNp7eBZD0eHrXXExGXvZ2BIHfxd7Ihw+NRoOQLzh58qTdMrUzs062dbGM1tYWBx5AVWUlDMNyuVwxjFwuNxoNrOIsJ4DlScxtrGVptVqDwcBm5bmCefjYPSCliRC71xmbzSrJ0ev1MpnMYDBIhFWe/it9wvV4ShMuWoOnNnuvUrv7LOTXsWAYEfAFZtnmBWeaF34FqJ1OgdtYxVkKhUKuUExmPhs6zja1zDrZtiQmNpkctjTiixcvysvLRSIR39JDLxDw+XwEga06SApkMplCAZczc+YFbjbPsgFpXc6YlOL8NIVCIRaLJaI6n6CVnstVBHo7Lnoo3p9A7/BYBvtjFkKSerFYYiVbJy5Gg6N0ugYnV3KKZXK5wiwbOqhtX2adbI8ePbI0yu3PJHsj5XK5TCavrix2CUzAUTtxMRqQ1uWMSS3OT4dhhVwm55bnOfkn4mN342LUljhjXLQKZOx2WrCexy2QyeSjSjYsudM1KL6WVwrJZKhsDmHWyeZYJi8bBMkaass8guOwlI5Rsslk8gp2gWvQJoDaPXIamwZH7XINiq+tKhkjmyYopsMbWCdq5Eql0EjZslDZ7AMqm12Z/KC2RCKRCKt9cdSgmPbRskGyMbINTQ8dR7ZOXIw2MLrFF0eVCqslEqlCoRhvdS1Utuljlsr2888/OyTfycsmEovl0jp/kBIQ2YKL0Y4s2WSVnMJh2awniU4km3+ECUOIVsgaRGIxWo10CLNRth09PeErVjrKt8lVIxVCoQiRCzBEkv9aE0DSgbRua9kq2AUuI2TTTVyNBEh6v9UGcBFJCYuEQhEqm0OYjbKxSkoXePs4Ktq1sqJSLpdLrWIRpVKpXqcrLcqYB5a543PqeaVqtRqCIIMOXric4bumBSC3gPRdzsEZJQUvZXMN2gRQeyZZjQRI+vkrVaFhJI0KEgiEr5RNIpFw7TvOZubevXt9vb32jMm0J7NOtps3b+bl5LS1tlZwuJY3P//8c6FAIJfJFHL5dCWZDIFhpVIZy2CkpaYmJyVtTUo2p+QtSZkZGXRqtEdQnGcgaWMCIzUlJTkpOTszHQss8gvJAJcX4Fcx53lH5OakIQg8shqpsSwxMp5sALUTIBu8lslWrSbrNLBQKIRhuIKd7wLkuOBLmcVZSqVSNBLzoPZPjx7Z+dIkb96SkZb+cULCEzsGr9iNWSfbvj17wles5Dc20KlUyxjATz/99MXnn1+/dm160/XrN27cKCosaKyvq6mpqR2mpqZGKpHkZG51xmZ7gdvYrFyhUFhTU6OQicNXR3ouriWQdHhKs0vQ5iJLm41d6PI6soEUk/sSUUQUTa9VNjY0yuXycmauK5DlChaVFGYqFKMfLSAWi9nl5Xfv3v35558fTzO//jo0AwNWKDLS0gYHB0VC4aj4npnBrJMtdfv2zZsS+fzG1atW9ff32f8AuFwuJJWKxgYiF6Q5AUx3/FAgskgsNujVZArNdZEAT2sD6TucMemWrv9h2XpGdpBox5GtHaQ0uy3ix8XFy6TC+PXrk5KS4+jRLr6RLr4xVNLarVu3brJi46ZNSVuS6FSKWCSSy2SQVDpNSSKWSCSSb7/91nxmEBguL2PZ/4rYjdkl25MnT0qKiu5+993g4KBep1MpETsfwCSXspPLFQKBQKtB4uJiXUJ4eFrr6HE2jqXrXzeJkq0dT21xCalOSFiv06rFIpFKqapgF7gA2S74UlZJjkatfhnDKZVIpVKZTFZVVWXn5cflEFRaXDw4OHjr1q0Z2Tczu2Qb9aQI+z844tVd/+BQ179AIFCrlVs2b3DGl4+VzVbXv3b8kq0DT2+fBzCTNm/QqFV8Pn9onO3loPbomdpSqYTL4dhZtu6uLnJ0zLmz56gk8vXr1+2ZtX2YXbI5nElHkCgEAoFKhWzfmuiEK8HT2kBap61B7Z6Rso1XsnXg6R1O2IK0lM1qFcIXCN7Nrv8XL16IhKL4uPV6nc6e+doNVDa78lqyKZVIbtZ2Z1weSOsYIZtsbATJRIPaALUdT+ucF5xRkJuiRBCBRbZ3MoJkBj+EEZXNrryWbAiCFOenOwWlvUo23asGtdtBapdL8Pay0mxzx+O7WbLNeFDZ7MpryQbDMJuZNy8oGaB0jBMbaalG6idos4HUDoDa6YpJqmTny+VyVDZHgcpmVybTG2npIJHL5TWVJW7Bm7DkUSWbfOSg9quj/rGUDrfgTbU8JgRBqGyOYtbJ1nvyJI/HEwqF9+/ft3/uky/Z+HwBBMkaalhugYxgcvskZJsgXKsDQ2qfj0sQNFRIpRI+XyCXW7fZ0Ck2dmLWybYhISExMbGcxdq4YYP9H2M7CdkyxXxOU5NJpVIaDHqtUuALxAXFtI3f9T8J2WidAVGtC/CxBo1Ir9eqVEhzs6mhlumCzUJLNnsy62TbuGHDzp07BgcHVy1ffvnyZfObt2593dba1t3V3dM9xWlHT0+TyXTxwgVzRhPL5gwy3cHMdfQ1aSnJW7ds3L51c/Imhrv/6mDSqHE26w4S7SsHtUFaJya6xTMgfNvm2G3Jm7du2ZiWksSgrHEBslzxxe+ObNevX1ciCCyXnzt3zp752o1ZKFt8k8k4ODhIio45/8l585vffffd4UOHThw7fuL4FKe+3t6DBw6wmCX9fb2Dr5At1RmbExxjcgZLnEGWOc0DSvxXCkCKacQUGxuTR18xzgaQDQtWNs7DWfbMdCEwsaRmF2w6syj7HZFNIZNTyeQmk+nC+fP2zNduzD7ZPt6wc8eOwcHBZWFhn376qX0y/f7e92VlTHMoJquszLZs+alOmDQ8vWfUc+hBSjOOZMAzdo0zeXQyHSSduBg1SGka+Wz7NpC2wxmz7Q1ku3Llyq1bt7755ptvbt9+m3T79u1bt25ZJhaqVaoaXrU5+tk+18XOzDrZEtbHJ27aVFJcvGVT4uPHj+2W7927dyu4nAvnz9fW1olEonFkSzevF/KyZhitwdM73YA070XlHoSi4vw0W9XIV04e7Rwh5LCfALXTGbP9dTtIVEplelralAQoSyUSAV/w5Zdfmvds0OmwQUEMOn3f3r12uy72ZNbJ1tvbW83jiUVC+y8of+/evbq6+o8TNmg0Gv64slmLocNGa0LW7f7Qm/SBN8NrIdsi25io/8nLZmngvYlsUomksaHh2bNnz58/fzZFWCJUVYhSIhbb+aLYk1knm2P58ccHDCqVU16OKBHrR2SMKdmGJl9jozWh6/fO8Vzz5/dBz9DSMVNsJl+NNO9QPxxuonsD2SCptKG+YfpOjlqlopJIYqHwzMDA9OXiQFDZ7A2nvDyOQWcxS5VKpdm38WXT4qI1oev3/m0u4f/5f383L2h7SVHuGy1l1zlin8MvJpBNIpHwqqqsnz2CIIhIIJzWM/PlzZsSkaiCy+2doSuQo7IN8euLF/fv379///4P08bDhw9Onz5dXFSIwHAsg8ZiMc2+jZFNax3uSIzt+afb6n/7wz8+8lvPLM6DFTbDtSZeg6TjdauRCoU8Lzf3VH//w4cPHz58qFAoGhsaHjx48OOPP07hCbl///4PP9z/1UHPyrM/qGxDdHd1Z2ZmVlZWsjnTBZfLzcnOrq+vNz/2KS6WUcZiKlXKcUq2ocIKpLYEhAs8iQUexJKhNttrdv1blWwW2XS4GA1A7ZigGtnQ0FCQn99QX7/x44SoyCgej1dVVcVmT+Xp4fGqUrZvP3jokKMvvp1AZRtCiSAsJlOlUkkkEun0IJFIFAoFBEF8Ph+CIKlUEhfHYDGZiFKpRGzKpsPFaPC0Vp8l5Z7EfA9C8XAHyajJo6+M+u8c6eSrSzaBQADJIKPRmLJ9e3JSkk6ngyBIOtVnRqvVZmVmGY0mR198O4HKNoRBr2cxmTIZZP3Ii+ng5d1s9i2WUVpa2tzcXJQ3qho5VFgRGN0eYJpPWJU7vtBusolEIqVKmZy0ZXNiIoIg5rGKKQeG4cyMrJaWVkdffDuByjaERTbrG87shvmFSCQyS2L9vvAtGPZNGhfLqKnmVbCLhmVTWytBoHc7LYjDRGpccVkvu/5fe0VkDY5kAEj6ycgmEolUKmVyUtLmxESlSiUWiyf/oSznZIKzZ9kAhuGsTFS22YfBoK+o4CpVKhiGzc98ViKI+VHuMAxDEIQgiFwul0EyBEEgSCaXyxEEEYslb/PVzucLzNXLzYmJH6+nuoJ5wMhBbYBkxEVrPvImEeJ2O2PSxll+/FWxkean2MRosVEaHOllh6S5zVZamKlQKKxtUSqV27Ymb9m8edJlmtD8WSQSiUqpVMgtZ0+mUCgQBJFCEILA5iq0EkFkkEwulyEwrNVqCwsLW1HZZhsSiZRBp7a2GIOD/CrYxfW1vOAgP5NBvXHDulUrl3V2NIcQwdzsDIVMFBjgg8CyzPRtRDxg0GlUKiX8FigUCo1GbTKZGJS1zsEp+Ng9w89b0+FitHh6hxcxyxWzOSThqK1A5J7JyGZeys5vWaVr0BYCvRMXrbHuIKlkFxqNRplMZi52lErl1qTkrcnJer1eqUQm/0FUKpVerwn0983JypBB4vmerkpYkpGeSsQHd3e2rFgRtnnTOoNOhQnw4TdUl7OKQCymvdVEjolEZZt1IGrjB+6r8CHL/+MfCxcELQ7ALv3D34DQhUs/dAv58xzikqUr//BXwN1nMUhc/vu/4bGEVW7eS373FyA2dn0FO6+kML30jVNReklBGo9bvHUz4yNXLHatCLBqYuEpbS6YxIBVfELsHuvns1kNalt3/Y+7uhZIafJfUeuO24antQ/vXAPSOucFJm3ZEMVm5XLZTKkUUiqVW5OTtyUna7TaGl5FUX7qJD9FSWF6JTuXRo/73V9w7gtWYfEr/vPvIEgIc/MJ+9P74KKwVX98P9TZi0gMXf6f/1yEwS318Q/9j3+ELlwc/i/nRTt37nH0xbcTqGxD6PTNHiHcf3pv9F7M/NB/y9yAZJ/FrDl+ie5AhldIwYf+m+eH5DkFpcxZsNVncdmcBVvmBmz3WVz+Tw+KU9BWF2yac3CKc/B2q58pw6+3j3knxerN7VYpNXCNLGjhluDwaoDahYtR40h6kNgHY3sAACAASURBVNqKIxkAstF68qh83EVaXxlBosJZNdtASlPQGolz8Lb3/dN8ApbpNHDKtu3bt21VKpUaNRy6aOU/5ie64NJsHXzKqDddsKlOAR//y5Pss7jMOTh1buB2n8XlcxZsdsGlzQ8t+pdPoicx3w2X9oHvx35h3LkLEucFbvENY7/vm+QK5OzZvdPRF99OoLINodUaPUPL3IE0T3yaK5DqRcz2ImR5EfPccakeYIb3wmJ33DYvfIYnIdeLkO1JzHYHUj3xmW7YrThKK56xC6R1gbQukNY9/LMHpHUPp64xry0/XyY8vQuktQEkY2DIRsyqapC2A0cyeIXkAmQjbqJHRk1qig2e2uobxnHHpRDonVZyakFKE4HRE0TdH7xoU2pyfFpKqlKpFInEaqVkYRjZd20bIXaXrYPvsvpQXSCtC8/oAShtHkCaB5jqiU/3XljsScj2JGS6gxnuYKpXSIEHPt2LmOmBz/AiZnkA6R5g2vzQPA9ijhuQsXtXj6Mvvp1AZRtCqzV6hLDcsNs88emuuBRPQqYXIcsTn+WOS/EAM+aH5LvjtnmC6R5glhcx25OQ5YZL8cRnumISgyNhgGQcjqbXDEfWa6000NjseR/5/tC/AGQTSDEFhmwEIsWu2BSXwA3mp2aPWvBnnEVax5WNQO+cH1roht1KoHdZtQl1uBgNQNIHU3qcvVdkpSWr1CqRSCQUitRK6aKlpPkrlSDZYHWooz6RpSNHA5B0wVFKd9w2DzDNA0ybH1rgScj2ANPcgXR3MM2TkOsBpnsSMtyBVC9itjsuxQNInR+a747PdMOlo7LNOt5CNgQgGW3GQ1nd07pxNyDpAZIBIBkAstFciOHIJpDcFBiy0QubgGfsNPcfvmpF5InG2QBqO4He5YnP9gottGqzDeUO0rr8QrIDAvFqlUIikZh7JIdlU4Fk48iPYzsBJH1wlModt3XSsqWgss1expEt83Vk09lwybZvQ4s9ApQmAr2dwOgg0NsBkh4TAQ8tSkc2gRRT8OJtmPAawDz1c9xlESZTjWwn0DtdMVv8llaClOYRnlM7g5dkLFhUhAmNl0nqxGKbso33uaxlMwRHqdxxya9bsrmiss0MLE+EmgxvIRs8smR7dQKpLcTYbjytIzhS8Zc5wO//75w//NeH//ln1w+9yQClGRejx8VocGQTSDYFhmzErKoCqF1vt5RdJ0hpdVoQF7RWBpBNVqZ1YRanBy/NCSTvDSDEQeIa8WRLtlHfHRbZpr4a+eLFC+vJB79pZrJsXA63s6Nzkhu/dZvtVY5FawCSgcDoBqmt/itq3bBJc31prpjEP/zXR3/4k7PTgoSgNRBIbcGRDC/NIZtASlNAyEbMKh4+7vC8ibr+J+yNpPUA5KaPfKkA2YQj6XExGlyMAaR2YBanY8JyQFpXQFS7P54xOdl0I18MT417bdkmW418+PBh6vZtn3322VTcEQ5mJsum02mzs7KvXLk6mY2nos2mG/PTopmeyOgGSHpPQs6H86OdFsTNDy0OjpAT6F0AyUBkdIau24OntliHd1j5ZgoM2YiLELuChbai/q1ztCUbNpMYt9dnUakrJonI6MZFq821R8yitOCwbIDaBZAMAVFtQSHrZJLa8auRujGyaUfLFmmzgyTtLWV79OgnVmkph8158OA3v67eTJatq6vz+PHjxUWFt2/ffuXGU9RBMrZhoyHQO0BqiyeY+qHXajfsNkyEgsDoxtPaAbIJF6MDyCaAZMBFW/f1jWjdAWQTSDZhlqR/ND+SVVowfte/bdlcgAKQ1vH//c9/+9O/ggiMLoBkBKidmMVpmLAcgNqFi9EBJF1AVJs/YeKSbaxjNjtIpl62hw8f6LTaXbt2VXA5T5/+thcCmsmyGQz6ixcunDx5gl1e/sr1WKeug8TqFiQbQmJ3LFjK/cAj3B23FSAbiLE9ILkJF60dOXXauko2tt9SgyMb8fTuuV7hGWlJer1+nNhImxEkaa6EkoA1ivfee88pYAMxbhdAGao9AtQuc2eMWbYAQuz4spn3rx/HNx0uRje+bFNQjRTw+Xe+/Van1UJS6ZTeIPZmJstmMhmPHTv65ZdfdnV2NjY2TrzxW8s2ur8RpLaC1FbngHgnH0pwhIIYtxMgG4bHuMb2N4xbaJj3hqfvcMfnLV+CLy4uVKnUlZNcpDUvzWMhxxWb9vv/+wExbidI7wlalBq8NA+gdlrkAUj6gKi2QGLc+NVIm18EI74jXk82INUDTJu8bCKh8Pwnn9y8eUMsErW3t0/pPWJXZrhsJ0+cGBgYuHnjBgTJYBieYOOpG2fT4oYioaD33cM98VmE2B0gpRkXbUOhMYPF4yUNSOt0xaYzi7NSU1LEIjGvomgyC/6UFGR4hJb/zWmJO5gVmnAsaFFa8NI8c+3RqgaoC4hqCyDGTthmG9FCG/vVAJD0rzGo/dqyiS5cOH/61Knr168zS5nHjx2b6jvFTsxk2To7O04cP372zJlT/f03b96sqeZ1d3ePt/HUdZBoALIRIJmcFsQuWF5FjN05quMOF6PFRasBkoEY2xMStzMkdicxdidIaRnnbtaCZBOe0kSM2+OMzWIWZer1OplMVjmJhyGqVMrigkwXsGjBigZi7C7s0hzM0oJRpllkW4Cnv6oaOao0sylbsgeYPuWD2jIIOn/+fF9f37lzZ69cvlyYn//p8Lrxvy1+87LdufNde1tbd1dnT3eXderq7Kjgck+ePHnu7Nn+/r4zAwPXrl1jl7NPnz5tcz9vJ5vJEv0EUluDIxFslAogm0Ba6/B8lqGlsnAkPUhtIcbuAChNnoRcN9x258DEj/zWey8qASnNY2UDyUb/1XK3xSLPZch/+5VGRJKMBi0EQZMZZzMYNCtWRf7Vr9QvsscNk+RHTAMZPbjosX0bryzZxusg0VnXRd8yguTy5cstLc2jLmJPd1dLS1MZi3Xp4sX+/v6+vt5LFy8ODAyUlpTcvXvXvjfaFPCbl23Xzl1MJrPJaFAiCiUCWxKskJtMpnNnz54+depUf39/X98nn3xy6eLFosJCyxK81kxByRatwdM7AlY1zPFcA5D0wNCI1lBfCEhpIjC6AbLJf3mNJzH3Ix/Ke++999577/2fP7vMC9wUuFoEUEyjTaM0+YfL/YPDaPR1UTEMCi1h3rx5DfV1arW6gp0/UclWWaJWa+pqq93cPGiMDctWkaOjogKACL9wGBhdUk1Stlekt2mzmaP+hUIRv7FBq1apENiczNdRIZd1d3Wd/+STU339/f39fb29V69ePbB/P7u8/LWCFt4FfvOyHTp46MCBA9/cvn3lyqdXr16xSlcvX758qr9/KJ3q7+vt/fTy5aNHjxYVFd27N/rhbG8tmwYkmzBr5f9wDgtaI8ZTW15OG6O2EBjdQatFrpikD71jXAI/9g7ND1jV6By0JWi1KHT93tD1e/DUFoCkMytqSQR6q/sSMYVC7enUa9WKng6jm2cQlRrb1tpSUZ4/ps02Qra2tpbIiChv3+Ad3a1qlbyrw0SmUN2XSPC0llG5gGRDEKnbD4yViqonHUEyui/HLJsbbpv760eQ7Nm9Y3BwsMlkunTx4rUvro28iFc+++zqxQsXTvX1WS5lX1/vjevX9Xp9fV2DZTXl3wQzQbaO9vbLly719fX29/e9TH19/f19Zs1O9ff3n+o/1d/f23vyi88/37VzJ4/He/bsmfV+3r5kA8gm/xX1C5bX4GkduBgNLloLkA3E2B1Bq4VOfoyPvKPnhxYFR2sIjG4CvYNAb1+44SiWuttntc4nXOMTrvUJ1/mE63zCtZa0IKJlDl4QvjpKq4YFAqFSLsCErHP2jdEoJdWVpS6B41QjA+MbasrVsMDJexVu8XoVIhGKRBq1YkV49BxQ4Le2yToLn3Ct3xrjvEWIX/AqWM4XmZcbmagaORUdJCOrkWbZDHr9sWPHzgwMmC9cf3+/5YW5TBu6lOar2df31ZdfQRCk1WoddN+9CW8o282bN69efUVkxpPHj98yqu3Fixfffvvtr79OtIjnoYOHOjs6Pr18ub+/z3wlXqa+fotsL78Xe3tvXL+u1+lghdx6P5OXzZOQ7YHPdMOljukgMU+QaTaPUIOUZoBidA5I+NArwm9pBZ7WTmB0ASQ9LlqNp7UtiDB9GJjmFRQFLIwhLKHgF9tIhCU0DD58y+ZNCIIIhSJE3khcvumvvgVZmSmiRu5I2ayi/gPXy8W8lG1Jf/XNW7TyY6VCJBSKlAi8OXFTEBA+nBfZkgu4mAIQVxbk5yAwPLT2l0ikVkoXT3ZQ+23H2SyyHR/uzRqRzHaZr+apl1f29Kn+mzdv1NZUHzxw4G3uMXvyJrK1tbVlZqTn5eVp1ZoJNlMplZcn3Wv03Z07jx49GvXm8+fPd+3cObGxBw8c7GhvH5LN6stvtGanrK5cX9+XX35ZX1fb1tZm2c9by2Y12BWjxdNag9ZAH7iv8iRkEehdeFr7UDUvWoOnt3sulbr6LM1KT5RL6tSIWAUPJ0SsgkUqWKSCxSpYpIRFKkSsUMjNAiAKPmHp+jl4SXzCRgm/fFg27diSDZZWkmkJc/CS0KUMJSwSikRCgVAhl6sQyfD+LbmIlbBQrYRgWGH1qA+RVgUtDIseU40cOwQ/nbJZX8dRX6P9/f19fWfODHz22dWiwsLzv5Hnub2JbPHx8QMDZ+7du2cyGO/du2c06D85d+6nn346fuxYZ2fno0eP7ty5s3PHDg6bff3atdOnTrW1tf306NG1a1/0dHedPXPmxYsX+/bu3btn7+PHj48cPtzd1XXv3r2C/Dy5TPbTTz91tLcfPXLEnNGLFy9u3bp19+7dQ4cO7tm9+5dfno09mJeyWVXrh67HqeHqx8iL19/fN3D69PXr16sqqw4fOmzez1tXI4dlI+nx1DZMhDxojTRotYTI6LG+R0GKwW+t0c13qbix3GjQS6WQSCSeOFkWvUIUfMLS+A+Aho8/3iB+KZuNaiQsqaTHbpgDikOXMlSIWCi0rB43ThYikZVpQrFYAkP1PsGRAVEtAElvK/h4dFk3LNvkp9jYku3Y8TPDsvWfsqWZpZQb9u3ChQvnzp1jsVhffPHFqBtj165dHA5n4kG5a9euXb506Q0UeDPeRLb09HTLZ6uq4GrU6hoez2gwZKSnNzY0trW1yWUyrUadun270WBoqK/XabVqlaq0pEQGQezysr179uTn5rY0Nw8MDLS2tvKqqppNprqamtaWFpVSicAwl8M5cujw4ODgs2fPeJVVKiXCYbM57PI9e3aPPRizbJdtyTZCPEtVZLgy+emnn54//0lOdpa5mjpFUf96YuwOl6CNrphNBEYHQDGNnBatxdO75/glFuYkGQwGPp//WusxTkI27VjZhkq2ScMXCIxGQ1bqxg8DtuPpY/Y/zqy215/P9grZxhZlp/r7T506NcLAU/0nT5z45pvbTSaTgM+3vivOnTuXkZZ+4sSJtJSUx48fP3361PIsPsujeZ4//6Wzo6PJZBocHLx37575zV9//dVcw3rx4sWPP/5ofvP7778fHBy89sUXLc3N5m1+GPm8sUePHo3qAjh//nzHmGCXN5EtNTX1+vXrg4ODP/74Y0lR4eDgoEatlslkO3p2fPrppzKZzPyUrZbmZnZ5GbOkRKfVNjc3SSTSu3fvSiSSs2fO1FRXt7e1ff/9911dXdU8Xktzc1dX16VLl9jl5RKxWMjnHz58eHBw8OnTp/W1tUajsbe39+CBAwa9fuzBHDp4qKOjY7Rsp/pPDRtmo2Tr6xsYOH3tiy94VVUDA0PDblNRsumIsT2uwVvm+tLw9I6RZcJQJ7t/hMkfiFLBQtHIlU9F4/K2JZu1bCKRePyMRCKRSCqFmkyGmsrCed4rA6KagZfzfWz6ZqlJaoZLtu2jZcO9OhB5UtXI4RfW17Svr/fihQtnTp/mcjjffvuN9V1h0OtFItHg4OCtW7dvXL/O5XAqONwvv/xSiSDscrZWo7l+/XpdXV1ebu6Rw4f37dvDYbP37tlz7uw5XmVVWVnZpYsX9Xp9GZN14fyFrs7O2uqafXv3trS0REWs/fLmTblMVllRYXnUztUrV5ilTB6v6vPPP+/q7Hj000+7d+1qqK+PWLNm1NM230S2hISErq7ugdOnuRx2JZd7+/ZtAZ8PSaVNTU19vb0yGdRY33Dt2hdlrLKa6molgvT39R06eLC6uvrGjRs1tbX79+0/e/Ysl83mcjgqlbK9rU2v06lVqoMHD4oEwq7Orp07d5obe0+fPq3gcFRK5cGDB9vb2tQqlU3ZOkfJdmpEgWbj4vX3f/Xll/X1dV1dXZb9vH0HCZ7W7kHI/XB+DDF2J0A2jHiAqHncjGyavwIJW0HRquWWaptAKFQqEUQhkkONCog/MjUqIL5cJrNqs40nm24i2YQioVAEQZBlnzYTLOOL+ZXbkhLmzl/tvUpDoLWMKdbGyjalJdtxq5LN1lWzbnv3mwNKrlwpKS4Z2zWg1w3JNjg4qFapDQbD/n37+Q2N7PKy27dvV/N4VZWVx48f7+7qNhoMRQUFe/bsYZaW8iqrdvb0dHd3S6VSDpvd2tLy1VdfnTt3TqfV5ubk9PX2IjB87OjRMhZrR08Pm1Vm3n81j3fo4EGdTqdWqQR8/r3799nl5Tt29EBS6ai+vTeR7ezZswX5BaUlJRcvXuzr7S0sKIAVitOnTh87duyzzz47fPjw/v37y5gsLodz9epVsUhUUlx88MCBXTt3fvfdd3t27z5x/HgNj6dEkPPnz8ukEn5jY19vb19fr1QiPnv2TCW3ooLLvXnz5uDg4PPnzzs7Og4dPHjx4sX+vj5zcTeKgwcOtluqkTbrHiMvWF9f382bN6RSyahQybebqW0ASEaQ2uq/shFHMi8lYuM2BcnG+SuUYSsoGhVkdk0gECAInJOdGgSuCSQwgog064QJYXguWJUQv16lNPdG8glhCWNk005GNpUSSYiP9/QPxxBH5zKUF5EWSKB6YqhO2MLA6DY8tdlWzPR4KyPo3iaCZDK9kWOabX2nT5+6fv06i8U8etRGq8xoMPAbGwcHBwcGBurr6npPnrxx4wavslIukw4ODopFIhaLdffu3VOn+jVqdUlxUU9Pz7GjxzRq1elT/UcOH25uarp162sWs3TPnj0wDO/evZvDZh87fsxg0J/q78vLzd2ze/fJ4ZKtvKzs5s2bx44dlctkapXq56dPq3m8rs4urWZ09+Ebdv0/f/7cMn5v88nLliktv/7666Mx01t+/vnnsX2ML359MTg4+Pjx44n7+kdhlu3SpYu9vSf7+nr7+nrN6vb19g71T1r3+588ee3aF50dHbU1NaP28zZtNpDSjI3WOgfEA5SmYdNsrEQCkk2jZBNLJAqoYb7/SrdlhsCo1oAI03BqCogwYUidHxFF4eFrtWpYIBDB8sZxSraRk0dHyoYohAKhSKOWr1pNdgqVBUW3W+UyIvlHmILJnXhaB0DSTUKwkRuQ9NgopTt2i/tkYyNHD2ob9PpjR4+dPn26r7d3KPWNex37+/pu3rwpFAra2myvpvzZZ5/lZGWbjEZmScmhQ4eqKiurebzmpiYBn//06VMul6tEEJFQWM5idXR0iEXCJpNJicBqlfLkyRP79u2rq6uDFQoERoQCQUVFRUtzc0Z6+rmz57Izs44dO1pTXd3cZGprHcq6uamprraWXVZ29MiRqopKSCrd9PHHx44dS96SPKpp95sf1D544ODu3btv37p15cqnV698evXTT69euXLlypWrV658evmyOVLL0ily5dNPjx09ymazxw4z2JTNC58xmTYbIbZ7nv86D3wGnt4xwT06tmSTSKViAc8HR8eQOsdEkOgItFb3JSIqlb6jy6jTIu1NcMjy9e/j6m3Jphsr2weAaPFyRkerUq9T9nQZyWSqR5gITx0dQWKdI2546GJ0ijZHnFm34kZ+QJI+OErpgd086UDkMbIZDGfPnr32xRfmK3j1ysvrePnSJesGeV9v780bN4wGw8TT2z755BO9Vnf71q3BwcH9+/bt3Lnj2bNnX3/99a+//nr9+vWff/553759+/bte/Dgwc2bN3Va7edXr/7www8//vjj/fv3v71zZ2BgoLu7++nTp59//vnhw4c/++yz58+fHz927P69e2cGBpqaTN/duWPO6JdfftnR07N/3/7BwcFz5852dnRcuXLll19+2bd33/37IwKVfvOy7du3j8fjdXR0GAx6o9FgNAwlvV5nNBjOnhkwx0b29fVeuHD+zJkzBfn5X3/99dj9vHnJFqXCkXRuuO0gpXl4XQMbwfvjySYRVvviqIHRrba2Ny1YDfsHL4sh09dGMiIjY7yxdOdFsjHjbPqXd/+wbBTaOpfFiC+OEh1DjYikk8h0f8ySBauRlwv+TLrsAshGYuyO0HV7Albxg9ZKbftGMgRHKd2xb95mg2FYLpM1NzcPXUHjUNJoNB3t7efPf2KO2Orr7f3888+7u7s5bM6TJ0/sfru9Fb952R48eNDf3z8wkjNnBs6cOSPg80+cOH7u7NnhAdDPCgsLL1ywPQD6Vr2RZBNIbRlx09tKryub+V/81yDuS8QeYVKPJWIcteMjXFnylkQxnzu2ZANIenMEiULC27Qx3gnkYCkdXstV81eo3BeL/FcrbYWD2FxTxDIVSIOnthBozd6LWP/9Uch//d03aK0MpJhs/Mtrl2yjo/5v37rV19c75jqeOXnyJJfLvXjhgtm0y5cu9Z48WVhQMKrQ+E3wm5dtAjra204cP3H2zJlTp/pv3LhRU807ePDgeBtP0Xy2iUqJ15HtZY8fQDaC5kQxYUjdLn4RCqi+lse0kk2Dp7d74DN8wrhg7F7XwPX8unKZtN5lASUousXZf13QalFI3E4CrWOCYxt98NFagKQPjd8fsIr/v/79P997772/zV0IUprx1NaR/Z8v22zBUUoPbNKUz2f75ZdfpBLphQvn+/r6Pjl37vKlS6WlpV/evDkN98u0M5NlM5qMJ06cOHNm4MubN6USiV6nm2DjqZ2pbXPFjjeSzbIfDYHe8RG2jEqOam0xccryrKfY4Ont3gtLnfxoxHWHXQPXV1cUtzSbYmKi54XUBaxs8FtW5bekzG9pJUA2gZQmkNqMI+lx0ZqhZJYneqhhBpCNeFobkdGNjdF5heR9OD/6D39ycQrYuDDhIGi7i1KLm+al7ERC4fnznwwMnL527VoZi9nX1zfVd4qdmMmymUzGY8eOff3113qdjt/4iukYb9NBYku2sYNRuknIZqMP0/IzKKbND6AZVI1dnW2C+jLXwA1W42x6bLTWbykXH3vANTBOJqro7mzTwA0+ODqOtptA71qwrOpDrwjfMG7gaqH/ilqAbMTTOwmMbgK9E0/rwNM7CYwuAr0LpLQERyI+YRyXoE0feUe7YbcBMXoCvZNoDqF+WWUdK9s0LvgjEgrPnz9/88ublZWV3d1dE2z8jjOTZTMY9JcvXzp65AiHw3n61EZcpTVTvUirTdlGd/3bks12/CFIbfZexvdZgN+0KTE2LmHN6nA3bBJIe9n1D1JagtZIF6wUuOIyoyIj4tZt2Lhxo7cf4L1cBFJMILWVQGsDKE2+Ydy5vvS5vlSnBetcghI9wHRPfIYHPt0Nu9UlaNNcX8ZcH6prcLJvGBcgGQmMboBsHPVwYFuxkbrXKtk8cNvdX0c2oUDw3Z07SqVSrVZP6Q1ib2aybN3dXUeOHGGXl38/iSn0U7cGyXiyvUE1csSyPABJu2CV1G0R322RwGOxEButG44I05mrf9hI5Ry3sMA1kEeYeTO+fzhkHlF4KTy1xfzUqIBwod/SSt8l5d6LmD6LmL5hbP+V9cGRCEhpIdC78bT2oaqmrW+N16hG4lLfsmR78OCBTqvZ0d1dX1f3/Pnzqbs7HMBMlg1BkG3btl+5cmUyG091m83G1//rVCNtdrToQErzcGqxVsg8yIandfgtrfRfwQuNP4CntoGUpuF1TcbsiqQDyU14aiue1o6nd+Dp7Xhau9U+NSPH5cfOqRn9SaevGvnop59ysnOYpaU/jhwg/i0yk2Wrq63du3fvJDeeatlsVCnfqM02yr3xFr0b2gBPbcPG6D2AVBxJT2B0Wq2Tpxspj2X8esQD4rDRGly0ZrjqOKl4/5Gyvck428Sy/fTwYVFh4VdffTUVd4SDmcmyvXidsK9pfj7b61YjJ066keXMiGYeQGn2xGf8y22V75JyAqOLQG/HkXQjZ/rYnHatw1NbQ2J7QtfvwUapgiORkU21CYY0dFZttrGxkW+7/Phva5WRiZnJsr0W0ymb9nVkG/ffXyXby0SM7QmOkM/1pX/oTfYLY4OUJiKjG09tBchGHMkwum1J0oNkE4HeERyh8Aot/utH+L/MAYPWykBK09jvi3EOTIcjGcaJjXxb2WYSqGxDTGc1Uvua42w2q3zj3+hjs4vWgJRmAqMnYBXfOXDDRz4xrpjNvku4wREKgGzC09oIjE4CvZNA78DT2kGyESCbnP3X/4/33nvvvff+4bLCXMrZLP3GHM/wO0OD2lveIDYSlW3W8RpTbAjZnvjMUVNsJvHgbA1INprns00om80ZA2Ofvq21aoyN/ZPWvLwXSGkmMLqw0WrvRSUuQYlOfnFzfShOC+JcAja4BH7sHLDByX/dXF/KPP/1rpiNf/xngM+S8oUJB0BKMy5aPeF3x+hPCpAMwxEk6DO1xwWVbQit1ugRWuYOpHni09zANK+QHC9C5vyQPA8g3QPM8FlY7I7b5oXP9CTkehGzvYi57kCaJz7DDbsVS24FaT0AtROgdgLUruHUOfzzZcIzdvisaV2yfJRsVT44Boayd+T/jt2b9a9jt7H5L+afHSCth7BuP3H9ITxjD47chonSBa5RBK6GAtfCmCgdQGnHx+4JiT9KXHeAuP7QyOw6xzmAxfJVlQAAA15JREFU0Z8OpPVgSS0eYKoHmOaJz/BeWOxJyPLEZ7uDWe5gmldIoQeY7knM9MBneBGzPMAMT3zG/NA8T2KuO5CJyjbr0Olb3EPK/+W9wXth8Ry/xI/8t/guYX3gu8kFm+FJyH3fd4snIXde0NZ/+WzxXcL+cEGiU2DS/IWlf3eLnOv/8bygZKfApFemeZit//BKCFsWoVHDQ7JJpFJRg7t36Pt+Wyazh7dIW5wCt8wLSpqH2eocvN05OMUZm+IcnOIcvH0eZuu8oCSnwC3zgpKdAt/wMOYFJTv5b/i7G9kzpGhecKpTUKr3YuZHAcnOwWmehNwPfDd5EvPdcCnv+8T7LCn70G/j3IBkvzDO+z4bnbEZ5hWRZwOobEPASsMcj+VLlq763V8A/+AVAHHV7/4bCAtb4eSx8C9zCMtXRvzhrxhPv8VgSPi//wUIXbzS02/hv/0JlxD/cW1VUTkzh83MnUTKYZXk1NXWSMwLDw/7Vslls4ozJ7eHt085ttIU7La2sogRm/DvfwrywywLWRz1v/4csjhstZvvqv/8Z0j46sg/zyE4z1+yJGz1//5bKEAI8wta+oe/hy5ZGv4PJ8LOnXscffHtBCrbEFKJJD6O0t7WhMNiqirY/IYabHBAs0m/JXHDmtWrerpaFy0k5OdmIgoIiwlUIbLcnIzFC0ONBh2CKOHXAYIggfXCcUKhXC5/rT28myiVKoNeuzCUUFSQpZBLsBh/jRrJzkxbFrZoR3db+KplSVs2mwwaLMZfJKhnlzNBILizo5VGJTc3Nzv64tsJVLYhjAZDRUWFEkEQRCmTySAIUiqVUqlUoVAgCCKRSpVKpVwul0rN70NyuVypVIrF4lHmzFoEAoFYLFaplHK5HIIglUoJQVK5XI4giEQiRRBEoVBIpVKlEoEgSC6XKZWIRqMpLCxsbbG9tMHMA5VtCINez2IyZbIRxY7l9agXqGCT4OVileOdPRiGMzOzWlDZZhsGvb6MxZLLZahIdgNBkKysbFS2WYcSQUqKixUKhXCiJVNRphKVSpmWlq7XGx198e0EKtsQO3fsiImOXrduXWxsbGxsHJrskNatWx8REXHgwLhrVcwwUNle8vz582co9uW11gj9rYPKhoJiJ1DZUFDsBCobCoqd+P8B37ILC9JAUocAAAAASUVORK5CYII=" 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" /><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 54.75pt;">
<b><span style="font-family: "TH Niramit AS"; font-size: 14pt;"> </span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 236.95pt;" valign="top" width="316"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span class="figure"><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;">Impulse steam trap</span></b></span><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;"></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 241.85pt;" valign="top" width="322"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span class="figure"><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;">Labyrinth steam trap</span></b></span><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td colspan="3" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 478.8pt;" valign="top" width="638"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #31859c; font-family: "TH Niramit AS"; font-size: 18pt;">Thermostatic steam
trap</span></b><b><span style="font-family: "TH Niramit AS"; font-size: 18pt;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
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" /><b><span style="font-family: "TH Niramit AS"; font-size: 14pt;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 236.95pt;" valign="top" width="316"><h2 align="center" style="text-align: center;">
<span style="font-family: "TH Niramit AS"; font-size: 14pt;">Bimetallic Steam Trap</span></h2>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 241.85pt;" valign="top" width="322"><h2 align="center" style="text-align: center;">
<span style="font-family: "TH Niramit AS"; font-size: 14pt;">Balanced pressure steam trap</span></h2>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td colspan="3" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 478.8pt;" valign="top" width="638"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<img alt="" 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<b><span style="font-family: "TH Niramit AS"; font-size: 14pt;">Liquid expansion steam trap</span></b></div>
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<br />
ที่มา :<br />
<ul>
<li>Mdboilers : <a href="http://www.mdboilers.com/index.php?lay=show&ac=article&Id=538775061&Ntype=2" target="_blank">มารู้จักกับ steam trap</a></li>
<li>Spirax Sarco : <a href="http://www.spiraxsarco.com/resources/steam-engineering-tutorials/steam-traps-and-steam-trapping.asp" target="_blank">Steam trap tutorial </a></li>
</ul>
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<span style="font-size: small;"><span class="aa1"> </span></span></div>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-6185602945105203472011-12-10T18:33:00.001-08:002011-12-10T18:38:09.096-08:00Level glass and Sight glass<!--[if !mso]>
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" 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</td>
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" 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" 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</td>
<td style="padding: 0cm 5.4pt; width: 103.3pt;" valign="top" width="138">
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" 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" /></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 104.65pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Tubular Type</span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 77.25pt;" valign="top" width="103">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Reflection Types</span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 94.2pt;" valign="top" width="126">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Transparent Type</span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 103.3pt;" valign="top" width="138">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Bicolor Type</span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 99.4pt;" valign="top" width="133">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Weld on Gauge</span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 104.65pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;"><img alt="" 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" /></span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 77.25pt;" valign="top" width="103">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 94.2pt;" valign="top" width="126">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 103.3pt;" valign="top" width="138">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 99.4pt;" valign="top" width="133">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 104.65pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Disc weld on gauge</span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 77.25pt;" valign="top" width="103">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 94.2pt;" valign="top" width="126">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 103.3pt;" valign="top" width="138">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 99.4pt;" valign="top" width="133">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
</tr>
<tr>
<td colspan="5" style="padding: 0cm 5.4pt; width: 478.8pt;" valign="top" width="638">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Sight Glass</span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 104.65pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;"><img alt="" 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" 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" 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</td>
<td style="padding: 0cm 5.4pt; width: 94.2pt;" valign="top" width="126">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
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" 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</td>
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" 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" /></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 104.65pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Cross Type</span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 77.25pt;" valign="top" width="103">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Square Window Type</span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 94.2pt;" valign="top" width="126">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Lantern Type</span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 103.3pt;" valign="top" width="138">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Sight Flow (screw)</span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 99.4pt;" valign="top" width="133">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Wiper Type</span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 104.65pt;" valign="top" width="140">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><img alt="" 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" 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" /></span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 94.2pt;" valign="top" width="126">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 103.3pt;" valign="top" width="138">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 99.4pt;" valign="top" width="133">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 104.65pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Discs Type</span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 77.25pt;" valign="top" width="103">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: small;">Knock Shield Type</span></div>
</td>
<td style="padding: 0cm 5.4pt; width: 94.2pt;" valign="top" width="126">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 103.3pt;" valign="top" width="138">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 99.4pt;" valign="top" width="133">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 104.65pt;" valign="top" width="140">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 77.25pt;" valign="top" width="103">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 94.2pt;" valign="top" width="126">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 103.3pt;" valign="top" width="138">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 99.4pt;" valign="top" width="133">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt; width: 104.65pt;" valign="top" width="140">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 77.25pt;" valign="top" width="103">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 94.2pt;" valign="top" width="126">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 103.3pt;" valign="top" width="138">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt; width: 99.4pt;" valign="top" width="133">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="font-family: inherit;">
<span style="font-size: small;"><span lang="TH" style="line-height: 115%;">ที่มา</span><span style="line-height: 115%;"> : </span></span></div>
<span style="font-family: inherit; font-size: small;">
</span><div class="MsoListParagraphCxSpFirst" style="font-family: inherit; text-indent: -18pt;">
<span style="font-size: small;"><span class="cname"><span style="line-height: 115%;"><span>-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span></span><span class="cname"><span style="line-height: 115%;">SAWADA
SEISAKUSHO CO., LTD.</span></span></span></div>
<span style="font-family: inherit; font-size: small;">
</span><div class="MsoListParagraphCxSpMiddle" style="font-family: inherit; text-indent: -18pt;">
<span style="font-size: small;"><span class="cname"><span style="line-height: 115%;"><span>-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span></span><span class="cname"><span style="line-height: 115%;">DAIDO
MACHINES</span></span></span></div>
<span style="font-family: inherit; font-size: small;">
</span><div class="MsoListParagraphCxSpLast" style="font-family: inherit; text-indent: -18pt;">
<span style="font-size: small;"><span class="cname"><span style="line-height: 115%;"><span>-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span></span><span style="line-height: 115%;">STAITECH LTD.<span class="cname"></span></span></span></div>
<span style="font-family: inherit; font-size: small;">
</span>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-33681674224313727532011-12-01T23:19:00.001-08:002011-12-01T23:49:59.567-08:00ชุบเคลือบสังกะสี<div style="font-family: inherit;">
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<span style="font-size: small;"><span class="h2"><span lang="TH" style="line-height: 115%;"><br /></span></span><span class="h2"></span>การใช้งานสังกะสีที่เด่นชัดที่สุดคือ
<b>ชุบเคลือบเหล็กป้องกันการผุกร่อน</b><b> </b>ชั้นสังกะสีจะป้องกันไม่ให้เหล็กผุกร่อนเป็นสนิมได้อย่างดีเยี่ยม
เนื่องจากสังกะสีจะทำหน้าที่ป้องกันเหล็กใน 2
<span lang="TH">ทาง คือ เป็นชั้นป้องกันไม่ให้เหล็กผุกร่อน (</span>Barrier
Protection) <span lang="TH">และ ผุกร่อนแทนเหล็ก (</span>Cathodic Protection)<br />
<span lang="TH">สังกะสีมีอัตราการผุกร่อนที่ช้ามาก ดังนั้นจึงป้องกันเหล็กไม่ให้เจอกับสภาพแวดล้อมที่จะทำให้เกิดสนิมได้เป็น
เวลานาน จากการศึกษาของ </span>ASTM <span lang="TH">แห่งสหรัฐอเมริกา พบว่าในเขตเมืองอัตราส่วนการผุกร่อนของสังกะสีเมื่อเทียบกับเหล็กเท่ากับ
</span>1 : 20 <span lang="TH">และจะเท่ากับ </span>1 : 80 <span lang="TH">ในบริเวณชายทะเลหรือเขตอุตสาหกรรม
ดังนั้นการชุบเคลือบเหล็กด้วยสังกะสีจึงเหมือนกับการสร้างเกราะป้องกันให้ กับเหล็กนั่นเอง</span><br />
<span lang="TH">เหล็กชุบสังกะสีเหมาะกับงานก่อสร้างสาธารณูปโภค</span>
<span lang="TH">สามารถป้องกันเหล็กในระยะยาว โดยไม่ต้องมีการซ่อมบำรุง ได้แก่ ราวกั้นขอบทาง</span>
<span lang="TH">สะพาน เสาไฟฟ้า สถานีส่งไฟฟ้า ท่อเหล็กชุบสังกะสี แผ่นเหล็กชุบสังกะสี
(มุงหลังคา ทำผนังอาคาร รั้วบ้าน) ลวดเหล็กและตะปู เป็นต้น</span></span></div>
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<strong>อิทธิพลของส่วนผสมทางเคมีของชั้นเคลือบสังกะสี</strong>
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<span class="Apple-tab-span" style="white-space: pre;"></span>ปัจจุบัน
ชั้นเคลือบสังกะสีมีการพัฒนาปรังปรุงส่วนผสมทางเคมีของโลหะสีกะสีที่ใช้ใน
การเคลือบผิว
โดยจากเดิมซึ่งมีการใช้สังกะสีบริสุทธิ์ในการเคลือบผิวหน้าได้มีการเติมธาตุ
ผสม (Alloying Element) ต่าง ๆ
ลงในสังกะสีที่ใช้ในการเคลือบผิวเพื่อปรับปรุงคุณสมบัติต่าง ๆ
เช่นคุณสมบัติความต้านทานการกัดกร่อน หรือความสามารถในการเคลือบให้สูงขึ้น
โดย<strong>ตาราง</strong> แสดงตัวอย่างของธาตุผสมและอิทธิพลที่มีต่อชั้นเคลือบสังกะสี</div>
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<strong>ตาราง</strong> อิทธิพลของส่วนผสมทางเคมีต่อคุณสมบัติชั้นเคลือบ</div>
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<span style="font-size: small;"><b>คุณสมบัติของชั้นสังกะสีจากกระบวนการแบบต่างๆ</b></span></div>
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<span style="font-size: small;">ปัจจุบัน วิธีการนำสังกะสีมาใช้ป้องกันเหล็กไม่ให้ผุกร่อนมีมากมายหลายวิธี
เพื่อให้ได้ชั้นสังกะสีที่มีคุณสมบัติแตกต่างกัน ทำให้เหมาะสมกับสภาพการใช้งานที่ต่างกันด้วย </span></div>
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<span style="font-size: small;">คุณสมบัติของชั้นสังกะสี</span></div>
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<span style="font-size: small;">การชุบแบบจุ่มร้อน</span></div>
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<span style="font-size: small;">(Hot
Dip Galvanizing)</span></div>
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<span style="font-size: small;">การชุบแบบใช้ไฟฟ้า</span></div>
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<span style="font-size: small;">(Electroplating)</span></div>
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<span style="font-size: small;">การพ่นชั้นสังกะสี</span></div>
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<span style="font-size: small;">(Zinc
Spraying)</span></div>
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<span style="font-size: small;">ชั้นสีที่มีฝุ่นสังกะสี</span></div>
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<span style="font-size: small;">(Zinc
Rich Paint)</span></div>
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<span style="font-size: small;">ความสามารถในการยึดเกาะ</span></div>
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<span style="font-size: small;">ดีมาก : ชั้นสังกะสีจะยึดติดกับผิวเหล็กอย่างเหนียวแน่นเชิงโลหะ
เนื่องจากในกระบวนการชุบจะมีชั้นโลหะผสมระหว่างเหล็กกับสังกะสีเกิดขึ้น และมีชั้นสังกะสีบริสุทธิ์เคลือบทับชั้นโลหะผสมอีกทีหนึ่ง</span></div>
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<span style="font-size: small;">ดี :
การยึดติดกับผิวเหล็กดีเทียบเท่ากับการชุบโลหะอื่นๆแบบใช้ไฟฟ้า</span></div>
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<span style="font-size: small;">ดี : เมื่อมีการเตรียมผิวเหล็กอย่างถูกต้อง
ด้วยการใช้วิธีพ่นผงเหล็กเพื่อขัดผิวเหล็กให้สะอาดจนถึงเหล็กขาว จากนั้นจึงพ่นชั้นสังกะสีหรือทาสีที่มีฝุ่นสังกะสีลงไปบนผิวเหล็ก</span></div>
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<span style="font-size: small;">ความต่อเนื่องและความสม่ำเสมอของชั้นสังกะสี</span></div>
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<span style="font-size: small;">ผิวเหล็ก บริเวณที่ไม่มีชั้นสังกะสีเคลือบอยู่จะสังเกตเห็นเป็นจุดสีดำอย่างชัดเจน
ชั้นสังกะสีส่วนใหญ่จะเรียบสม่ำเสมอกัน ยกเว้นในบางจุดที่สังกะสีไหลกลับลงบ่อชุบไม่ทัน
เช่นบริเวณส่วนปลายของชิ้นงานที่ออกจากบ่อชุบหลังสุด</span></div>
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<span style="font-size: small;">ชั้นสังกะสีจะสม่ำเสมอภายใต้ข้อจำกัดของกระแสไฟฟ้าที่จ่าย
ให้กับบ่อชุบ <span lang="TH">อย่างไรก็ตามชั้นสังกะสีอาจมีรูพรุน</span> <span lang="TH">แต่นั่นไม่ใช่ปัญหา
เพราะสังกะสีที่อยู่ใกล้เคียงจะช่วยป้องกันเหล็กบริเวณที่ไม่มีสังกะสีปก คลุมอยู่
ไม่ให้เกิดการผุกร่อน</span></span></div>
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<span style="font-size: small;">ความสม่ำเสมอจะขึ้นอยู่กับทักษะและความสามารถของผู้
ปฏิบัติงาน ชั้นสังกะสีที่ได้จะมีรูพรุนควรใช้สีทาทับอีกชั้นหนึ่งด้วย <span lang="TH">แต่ถ้าไม่ใช้สีทาทับ
ในไม่ช้าสารประกอบของสังกะสีที่ผุกร่อนก็จะปิดรูพรุนเหล่านี้ทำให้อากาศและ ความชื้นไม่สามารถผ่านเข้าไปถึงเนื้อเหล็กข้างในได้</span></span></div>
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<span style="font-size: small;">ชั้นสีจะมีรูพรุน
แต่เมื่อใช้งานไปสักระยะ รูพรุนเหล่านี้จะถูกปิดทับด้วยสารประกอบของสังกะสีที่ผุกร่อน
ทำให้อากาศและความชื้นไม่สามารถผ่านเข้าไปถึงเนื้อเหล็กได้</span></div>
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<span style="font-size: small;">- <span lang="TH">บริเวณที่เป็นมุม ชั้นสีจะบางกว่าบริเวณอื่น</span></span></div>
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<span style="font-size: small;">ความหนา</span></div>
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<span style="font-size: small;">โดยทั่วไปความหนาจะอยู่ระหว่าง
50 – 125 <span lang="TH">ไมครอน แต่หากเหล็กที่นำมาชุบเป็นเหล็ก </span>Killed Steel <span lang="TH">ซึ่งมีซิลิกอน (</span>Si) <span lang="TH">สูง หรือเหล็กที่เตรียมผิวโดยการพ่นทราย
/ พ่นผงเหล็ก ชั้นสังกะสีอาจหนาได้ถึง</span>250 <span lang="TH">ไมครอน สำหรับแผ่นเหล็กและลวดที่ใช้การชุบแบบต่อเนื่องจะมีความหนา
</span>10 – 30 <span lang="TH">ไมครอน</span></span></div>
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<span style="font-size: small;">ความหนาจะอยู่ในช่วง
3 – 15 <span lang="TH">ไมครอนขึ้นอยู่กับความต้องการ
อย่างไรก็ตามสามารถชุบให้หนากว่านี้ได้แต่ไม่คุ้มค่าทางเศรษฐศาสตร์</span></span></div>
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<span style="font-size: small;">ความหนาอยู่ในช่วง
100 – 150 <span lang="TH">ไมครอนขึ้นอยู่กับความต้องการ แต่สามารถพ่นสังกะสีได้หนาถึง </span>500 <span lang="TH">ไมครอนได้</span></span></div>
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<span style="font-size: small;">สามารถทาสีให้หนาได้ถึง
40 <span lang="TH">ไมครอน ต่อการทาสี </span>1 <span lang="TH">ชั้น หากต้องการให้หนามากๆ
ให้ทาทับหลายๆครั้ง</span></span></div>
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<span style="font-size: small;">การขึ้นรูปและคุณสมบัติเชิงกลของชั้นสังกะสี</span></div>
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<span style="font-size: small;">สามารถแบ่งชั้นสังกะสีออกเป็น
2 <span lang="TH">ส่วนคือ</span></span></div>
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<span style="font-size: small;">1)<span lang="TH">ชั้นโลหะผสมจะมีความแข็งสูง ต้านทานการขูดขีด
และการกระแทกในระหว่างขนย้ายได้ดี แต่อาจเปราะแตกได้เมื่อนำไปดัดโค้ง</span></span></div>
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<span style="font-size: small;">2) <span lang="TH">ชั้นสังกะสีบริสุทธิ์ เคลือบทับอยู่บนชั้นโลหะผสม
ทำหน้าที่ป้องกันไม่ให้เหล็กสัมผัสกับบรรยากาศภายนอก</span></span></div>
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<span style="font-size: small;">ชิ้นงานที่นำมาชุบแบบจุ่มร้อนนี้โดยทั่วไปจะเป็นชิ้นงาน
ที่ขึ้นรูปเรียบร้อย พร้อมนำไปใช้งานทันที เนื่องจากชั้นโลหะผสมอาจเปราะแตกได้หากนำไปขึ้นรูป
อย่างไรก็ตามสำหรับแผ่นเหล็ก และลวดที่ชุบแบบต่อเนื่องจะมีชั้นโลหะผสมบางมาก ดังนั้นสามารถนำไปดัดโค้งหรือขึ้นรูปได้ตามสภาพการใช้งาน</span></div>
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<span style="font-size: small;">มีคุณสมบัติในการขึ้นรูปดีมาก <span lang="TH">และสามารถทำการเชื่อมแบบจุด
(</span>Spot Welding) <span lang="TH">ได้</span></span></div>
</td>
<td style="height: 109.45pt; padding: 3.75pt; width: 167.25pt;" valign="top" width="223"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;">การพ่นชั้นสังกะสีจะนิยมกับชิ้นงานที่ขึ้นรูปสำเร็จแล้ว
หรือชิ้นงานที่ติดตั้งไปแล้วโดยที่ยังไม่มีการป้องกันการผุกร่อน ข้อดีของการชุบแบบนี้คือสามารถเชื่อมได้โดยลบชั้นสังกะสีออกจากแนวเชื่อม
ก่อน แล้วจึงพ่นชั้นสังกะสีทับเมื่อเชื่อมเสร็จ</span></div>
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<span style="font-size: small;">ความสามารถในการต้านทานการขูดขีดดีกว่าสีที่ใช้กันอยู่
ทั่วไป แผ่นเหล็กที่ผ่านการทาสีที่มีฝุ่นสังกะสีนี้สามารถนำไปขึ้นรูป และเชื่อมได้</span></div>
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<td style="height: 33.75pt; padding: 3.75pt; width: 90pt;" valign="top" width="120"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;">สภาพการใช้งานที่เหมาะสม</span></div>
</td>
<td style="height: 33.75pt; padding: 3.75pt; width: 213.75pt;" valign="top" width="285"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;">-
<span lang="TH">ใช้งานที่แจ้งในสภาพบรรยากาศทั่วไป</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;">- <span lang="TH">ใช้ในบริเวณที่มีสภาวะการกัดกร่อนสูงเช่นพื้นที่ใกล้ทะเล
หรือในเขตอุตสาหกรรม</span></span></div>
</td>
<td style="height: 33.75pt; padding: 3.75pt; width: 5cm;" valign="top" width="189"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;">-
<span lang="TH">ใช้งานในร่มที่มีสภาพการกัดกร่อนไม่รุนแรง</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;">-
<span lang="TH">ใช้เป็นส่วนประกอบของเครื่องใช้ภายในบ้าน</span></span></div>
</td>
<td style="height: 33.75pt; padding: 3.75pt; width: 167.25pt;" valign="top" width="223"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;">-
<span lang="TH">ใช้กับงานโครงสร้างที่ติดตั้งไปแล้ว
แต่ยังไม่ได้ป้องกันการผุกร่อน</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;">-
<span lang="TH">ใช้ในงานซ่อมบำรุงต่างๆ</span></span></div>
</td>
<td style="height: 33.75pt; padding: 3.75pt; width: 135pt;" valign="top" width="180"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;">-
<span lang="TH">ใช้กับงานโครงสร้างที่ติดตั้งไปแล้ว
แต่ยังไม่ได้ป้องกันการผุกร่อน</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;">-
<span lang="TH">ใช้ในงานซ่อมบำรุงต่างๆ</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;">-
<span lang="TH">ใช้ทาซ่อมแซมชั้นสังกะสีบริเวณที่ชุบไม่ติด</span></span></div>
</td>
</tr>
</tbody></table>
</div>
<div class="MsoNormal" style="font-family: inherit;">
<br />
ที่มา : coezinc</div>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-39508770366238842622011-12-01T23:02:00.001-08:002011-12-01T23:06:10.672-08:00การชุบฮาร์ดโครม (Hard Chrome)<div style="font-family: inherit;">
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<span style="font-size: small;"><span lang="TH" style="line-height: 115%;">คือ กระบวนการเคลือบเชิงไฟฟ้า</span><span style="line-height: 115%;">
(Electrolytic Deposition) </span><span lang="TH" style="line-height: 115%;">ด้วยโครเมียม (</span><span style="line-height: 115%;">Chromium)
</span><span lang="TH" style="line-height: 115%;">การชุบฮาร์ดโครมสามารถทำได้กับวัสดุเกือบทุกชนิด
ยกเว้น อลูมิเนียม</span><span lang="TH" style="line-height: 115%;"> </span><span lang="TH" style="line-height: 115%;">และขี้ตะกั่ว
โลหะที่นิยมนำมาชุบส่วนใหญ่จะเป็นเหล็กกล้า</span><span lang="TH" style="line-height: 115%;"> </span><span lang="TH" style="line-height: 115%;">โดยเฉพาะอย่างยิ่งเหล็กกล้าชุบแข็ง</span><span style="line-height: 115%;"></span></span></div>
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<span style="font-size: small;"><b><span style="line-height: 115%;"> <span></span></span></b><img alt="" 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" /><span style="line-height: 115%;"></span></span></div>
<span style="font-size: small;">
</span><span style="font-size: small;"><span><strong>ก่อนการเคลือบด้วยโครเมียม</strong></span><span>
ผิวของวัสดุต้องถูกทำให้เรียบเนียนและชุบแข็งมาแล้ว
ความเรียบเนียนช่วยให้โครเมียมที่เข้าไปเคลือบสามารถติดกับผิววัสดุเดิมได้
เป็นอย่างดีมีผลทำให้การเคลือบผิวเกิดช่องว่างของโครเมียมน้อย
มีความแข็งแรงทนต่อการเสียดสีได้ดีเมื่อนำมาขัดผิวขั้นตอนสุดท้ายจะได้ผิว
ที่มีความสวยงาม ลื่น น่าใช้
และการชุบแข็งวัสดุมาก่อนจะช่วยเพิ่มความแข็งแรงให้แก่ชิ้นงานและผิวของ
โครเมียมได้เป็นอย่างดี ทำให้เกิดค่าความแข็งผิวที่สูง ทนการเสียดสีได้ดี
และยึดอายุการใช้งานให้ยาวนานยิ่งขึ้น
หากแต่ขั้นตอนนี้ไม่สามารถพิสูจน์ให้เห็นได้ว่า
ในกระบวนการก่อนการชุบฮาร์ดโครมได้มีการชุบแข็งมาก่อนแล้วหรือไม่
เนื่องจากผิววัสดุถูกปิดบังไปด้วยโครเมียมนั่นเอง
เราจึงต้องสังเกตุจากอายุการใช้งานเป็นหลัก
ถ้าหากมีการชุบแข็งมาก่อนอายุการใช้งานจะใช้ได้ยาวนานมากกว่า
และจะไม่เกิดการหลุดร่อนของโครเมียม
แต่หากไม่มีการชุบแข็งมาก่อนผิวของโครเมียมธรรมดาก็ไม่ได้แข็งไปกว่าผิวชุบ
แข็งปกติเท่าไรนัก รวมทั้งการชุบฮาร์ดโครมนิยมใช้กับวัสดุประเภทเหล็ก
จึงอาจบอกได้ว่าผิวแข็งของชั้นโครเมียมที่ 20 ไมครอน
บอบบางเกินกว่าที่จะใช้งานเสียดสีได้ในระยะเวลานานๆ
ซึ่งหมดผิวของโครเมียมก็จะเป็นเหล็กธรรมดานั่นเองอายุการใช้งานจึงสั้นกว่า
ผิวที่มีการชุบแข็งก่อนแล้วค่อยนำไปฮาร์ดโครม
ดังนั้นเพื่อเพิ่มอายุการใช้งานควรที่จะนำวัสดุไปชุบแข็งก่อนทำการฮาร์ดโครม</span></span><br />
<div class="MsoNormal" style="font-family: inherit;">
<br /></div>
<div class="MsoNormal" style="font-family: inherit;">
<span style="font-size: small;"><b><span lang="TH" style="line-height: 115%;">การชุบฮาร์ดโครมสามารถแบ่งออกได้เป็น</span></b><b><span style="line-height: 115%;">
2 </span></b><b><span lang="TH" style="line-height: 115%;">ประเภท ดังนี้</span></b><span style="line-height: 115%;"></span></span></div>
<span style="font-size: small;">
</span><div class="MsoNormal" style="font-family: inherit;">
<span style="font-size: small;"><b><span style="line-height: 115%;">
1. </span></b><b><span lang="TH" style="line-height: 115%;">การชุบบาง</span></b><span lang="TH" style="line-height: 115%;">
</span><span lang="TH" style="line-height: 115%;">เป็นการชุบเพื่อยืดอายุการใช้งานของชิ้นส่วนเครื่องจักรกล</span><span lang="TH" style="line-height: 115%;">
</span><span lang="TH" style="line-height: 115%;">ที่มักใช้ในงานที่มีอัตราความเสี่ยงต่อการสึกกร่อนสูง</span><span lang="TH" style="line-height: 115%;">
</span><span lang="TH" style="line-height: 115%;">หรืองานที่อยู่ในสภาพที่มีการกัดกร่อนทางเคมี</span><span style="line-height: 115%;"></span></span></div>
<div class="MsoNormal" style="font-family: inherit;">
<span style="font-size: small;"><span style="line-height: 115%;"> <b>2.
</b></span><b><span lang="TH" style="line-height: 115%;">การชุบหนา</span></b><span lang="TH" style="line-height: 115%;">
</span><span lang="TH" style="line-height: 115%;">เป็นการชุบเพื่อซ่อมแซมชิ้นส่วนอะไหล่ที่ชำรุดเสียหาย
ให้กลับมาใช้งานได้อย่างมีประสิทธิภาพดังเดิม สามารถชุบหนาถึง </span><span style="line-height: 115%;">1.0</span><span lang="TH" style="line-height: 115%;">มม.</span><span style="line-height: 115%;"></span></span></div>
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<span style="font-size: small;"><b><span style="line-height: 115%;"> </span></b><b><span lang="TH" style="line-height: 115%;">คุณลักษณะจำเพาะ</span></b><span lang="TH" style="line-height: 115%;">
</span><span lang="TH" style="line-height: 115%;">เรียบลื่น</span><span lang="TH" style="line-height: 115%;">
</span><span lang="TH" style="line-height: 115%;">เป็นมันเงา
และไม่เป็นสนิม เหมาะสำหรับการชุบผิว แม่พิมพ์พลาสติก</span><span lang="TH" style="line-height: 115%;">
</span><span lang="TH" style="line-height: 115%;">เพื่อสามารถแกะชิ้นงานออกได้ง่าย
ความสวยงาม</span><span lang="TH" style="line-height: 115%;"> </span><span lang="TH" style="line-height: 115%;">และเพิ่มความแข็งแกร่งของชิ้นงานให้มีความแข็งสูงถึง
</span><span style="line-height: 115%;">58-62 H.R.C</span></span></div>
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<span style="font-size: small;"><b><span lang="TH" style="line-height: 115%;">คุณสมบัติของชิ้นงานหลังการชุบฮาร์ดโครม</span></b><span style="line-height: 115%;"></span></span></div>
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<span style="font-size: small;"><span style="line-height: 115%;"> - </span><span lang="TH" style="line-height: 115%;">ทนความร้อน (</span><span style="line-height: 115%;">Heat
Resistance)</span></span></div>
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<span style="font-size: small;"><span style="line-height: 115%;"> - </span><span lang="TH" style="line-height: 115%;">ค่าความแข็งสูง
(</span><span style="line-height: 115%;">High Hardness) </span></span></div>
<div class="MsoNormal" style="font-family: inherit;">
<span style="font-size: small;"><span style="line-height: 115%;"> - </span><span lang="TH" style="line-height: 115%;">ต้านทานการสึกกร่อนได้ดี
(</span><span style="line-height: 115%;">Good Wear Resistance) </span></span></div>
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<span style="font-size: small;"><span style="line-height: 115%;"> - </span><span lang="TH" style="line-height: 115%;">ต้านทานการกัดกร่อนจากสารเคมีได้ดี
(</span><span style="line-height: 115%;">Good Corrosion Resistance) </span></span></div>
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<span style="font-size: small;"><span style="line-height: 115%;"> - </span><span lang="TH" style="line-height: 115%;">สัมประสิทธิ์การเสียดทานต่ำ
(</span><span style="line-height: 115%;">Low Coefficient of Friction) </span></span></div>
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<span style="font-size: small;"><span style="line-height: 115%;"> - </span><span lang="TH" style="line-height: 115%;">ใช้อุณหภูมิในการซ่อมแซมต่ำ
(</span><span style="line-height: 115%;">Low Temperature Treatment)</span></span></div>
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<br /></div>
<span style="font-family: inherit; font-size: small;">
<b><span lang="TH" style="line-height: 115%;">ตัวอย่างชิ้นงานที่นำมาชุบฮาร์ดโครม</span></b><span lang="TH" style="line-height: 115%;"> </span><span lang="TH" style="line-height: 115%;">เช่น
กระบอกสูบไฮดรอลิก (</span><span style="line-height: 115%;">Hydraulic cylinder) </span><span lang="TH" style="line-height: 115%;">ด้ามลูกสูบ ใบพัด (</span><span style="line-height: 115%;">Rotors)
</span><span lang="TH" style="line-height: 115%;">ลูกโม่ (</span><span style="line-height: 115%;">Rollers) </span><span lang="TH" style="line-height: 115%;">วงแหวนลูกสูบ (</span><span style="line-height: 115%;">Piston ring) </span><span lang="TH" style="line-height: 115%;">ผิวด้านนอกเบ้าหล่อ (</span><span style="line-height: 115%;">Mold
surfaces) </span><span lang="TH" style="line-height: 115%;">แม่พิมพ์ตอกโลหะ
(</span><span style="line-height: 115%;">Dies) </span><span lang="TH" style="line-height: 115%;">ตะปูควง
(</span><span style="line-height: 115%;">Screws) </span><span lang="TH" style="line-height: 115%;">เข็มร้อยด้าย
(</span><span style="line-height: 115%;">Thread guides) </span><span lang="TH" style="line-height: 115%;">และลำกล้องปืน (</span><span style="line-height: 115%;">Gun bores) </span><span lang="TH" style="line-height: 115%;">เป็นต้น</span></span><br />
<br />
<span style="color: black; font-family: inherit; font-size: small;"><span lang="TH" style="line-height: 115%;">ที่มา : maxsteelthai, </span></span><span style="font-family: inherit; font-size: small;"><span style="color: black;"><strong>ณัฐทรัพย์ เอ็นจิเนียริ่ง</strong></span></span><span style="font-family: inherit; font-size: small;"><span lang="TH" style="color: black; font-family: inherit; line-height: 115%;"> </span><span style="line-height: 115%;"> </span></span>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-8640789372191563792011-11-29T02:58:00.001-08:002011-12-08T04:54:58.246-08:00สูตรการหาค่าต่างๆทางไฟฟ้าสำหรับมอเตอร์กระแสสลับ (Electrical Formulas)<div align="left">
<b></b></div>
<div align="center">
<table bgcolor="#CCCCCC" border="0" cellpadding="3" cellspacing="1" style="width: 622px;">
<tbody>
<tr>
<td align="center" bgcolor="#FFFFFF" rowspan="2" width="317"><br />
<b>ค่าที่ต้องการหา</b><b> </b> </td>
<td bgcolor="#FFFFFF" colspan="2" valign="top" width="302"><div align="center">
<b>ไฟฟ้ากระแสสลับ</b><b><br />
(Alternating Current)</b><b> </b></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFFF" valign="top" width="171"><div align="center">
<b>Single-Phase</b><b> </b></div>
</td>
<td bgcolor="#FFFFFF" valign="top" width="131"><div align="center">
<b>Three-Phase</b><b> </b></div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFFF" width="317">ต้องการหากระแสเมื่อทราบขนาดแรงม้า (Horsepower) </td>
<td bgcolor="#FFFFFF" width="171"><div align="center">
HP x 746<br />
<img border="0" height="1" src="http://www.wiremakerthai.com/article/article07_line.jpg" width="62" /><br />
E x Eff x pf </div>
</td>
<td bgcolor="#FFFFFF" width="131"><div align="center">
HP x 746<br />
<img border="0" height="1" src="http://www.wiremakerthai.com/article/article07_line.jpg" width="62" /><br />
1.73 x E x Eff x pf </div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFFF" width="317">ต้องการหากระแสเมื่อทราบขนาดกิโลวัตต์ (kilowatts) </td>
<td bgcolor="#FFFFFF" width="171"><div align="center">
Kw x 1000<br />
<img border="0" height="1" src="http://www.wiremakerthai.com/article/article07_line.jpg" width="62" /><br />
E x pf </div>
</td>
<td bgcolor="#FFFFFF" width="131"><div align="center">
Kw x 1000<br />
<img border="0" height="1" src="http://www.wiremakerthai.com/article/article07_line.jpg" width="62" /><br />
1.73 x E x pf </div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFFF" width="317">ต้องการหากระแสเมื่อทราบขนาดกิโลโวลท์-แอมป์ ( kva) </td>
<td bgcolor="#FFFFFF" width="171"><div align="center">
Kva x 1000<br />
<img border="0" height="1" src="http://www.wiremakerthai.com/article/article07_line.jpg" width="62" /><br />
E </div>
</td>
<td bgcolor="#FFFFFF" width="131"><div align="center">
Kva x 1000<br />
<img border="0" height="1" src="http://www.wiremakerthai.com/article/article07_line.jpg" width="62" /><br />
1.73 x E </div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFFF" width="317">ต้องการหาKilowatts </td>
<td bgcolor="#FFFFFF" width="171"><div align="center">
I x E x pf<br />
<img border="0" height="1" src="http://www.wiremakerthai.com/article/article07_line.jpg" width="62" /><br />
1000 </div>
</td>
<td bgcolor="#FFFFFF" width="131"><div align="center">
1.73 x I x E x pf<br />
<img border="0" height="1" src="http://www.wiremakerthai.com/article/article07_line.jpg" width="62" /><br />
1000 </div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFFF" width="317">ต้องการหาKva </td>
<td bgcolor="#FFFFFF" width="171"><div align="center">
I x E<br />
<img border="0" height="1" src="http://www.wiremakerthai.com/article/article07_line.jpg" width="62" /><br />
1000 </div>
</td>
<td bgcolor="#FFFFFF" width="131"><div align="center">
1.73 x I x E<br />
<img border="0" height="1" src="http://www.wiremakerthai.com/article/article07_line.jpg" width="62" /><br />
1000 </div>
</td>
</tr>
<tr>
<td bgcolor="#FFFFFF" width="317">ต้องการหาHorsepower = (Output) </td>
<td bgcolor="#FFFFFF" width="171"><div align="center">
I x E x Eff x pf<br />
<img border="0" height="1" src="http://www.wiremakerthai.com/article/article07_line.jpg" width="62" /><br />
746 </div>
</td>
<td bgcolor="#FFFFFF" width="131"><div align="center">
1.73 x I x E x Eff x pff<br />
<img border="0" height="1" src="http://www.wiremakerthai.com/article/article07_line.jpg" width="62" /><br />
746 </div>
</td>
</tr>
</tbody></table>
</div>
<br />
<b> </b><b>ความหมายของอักษรย่อ</b><br />
I = Amperes<br />
E = Volts<br />
Eff = Efficiency<br />
pf = Power Factor<br />
Kva = Kilovolt-amperes<br />
Kw = Kilowatts<br />
<br />
ที่มา : บริษัท ไวร์เมคเกอร์ จำกัดSamyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-54319902315519002632011-11-29T02:55:00.001-08:002011-11-29T02:57:04.812-08:00การประหยัดพลังงานของมอเตอร์การประหยัดพลังงานของมอเตอร์ ก่อนอื่น ต้องทำความเข้าใจประเภทของมอเตอร์
ชนิดของมอเตอร์และการนำมอเตอร์ไปใช้งานประเภทไหน เป็นเบื้องต้นก่อน
มอเตอร์ไฟฟ้าที่ถูกผลิตขึ้นมาใช้งานแบ่งออกได้เป็น 2 ประเภท คือ
มอเตอร์ไฟฟ้ากระแสตรง (DC Motor)
เป็นมอเตอร์ที่ต้องใช้กับแหล่งจ่ายไฟฟ้ากระแสตรง (DC Source)
เป็นมอเตอร์แบบเบื้องต้นที่ถูกผลิตมาใช้งาน และมอเตอร์ไฟฟ้ากระแสสลับ (AC
Motor) เป็นมอเตอร์ที่ต้องใช้กับแหล่งจ่ายไฟฟ้ากระแสสลับ (AC Source)
มอเตอร์ชนิดนี้ถูกพัฒนามาจากมอเตอร์กระแสตรง
เพื่อให้สามารถใช้งานได้อย่างกว้างขวางมากขึ้น<br /><br />มอเตอร์ไฟฟ้าที่ใช้กันอยู่จะมี 2 ประเภทหลักๆ คือ<br /><br />1.
มอเตอร์ไฟฟ้ากระแสตรง ซึ่งใช้งานในระดับปานกลางที่ขนาดไม่สูงมากนัก
มอเตอร์ไฟฟ้ากระแสตรงแยกชนิดได้เป็น 3 อย่าง
มอเตอร์ไฟฟ้ากระแสตรงชนิดวงจรขั้วแม่เหล็กขนาน
มอเตอร์ไฟฟ้ากระแสตรงชนิดวงจรขั้วแม่เหล็กอนุกรม
มอเตอร์ไฟฟ้ากระแสตรงชนิดวงจรขั้วแม่เหล็กผสม<br /><br />2.
มอเตอร์ไฟฟ้ากระแสสลับ ซึงใช้งานในอุตสาหกรรมอย่างกว้างขวาง
ในกรณีของมอเตอร์ไฟฟ้ากระแสสลับแยกชนิดได้ 2 อย่าง มอเตอร์ซิงโครนัส
(Synchronous motor) และมอเตอร์อินดักชั่น
โดยมอเตอร์อินดักชั่นจะนิยมมาใช้กันอย่างแพร่หลายมากที่สุด<br /><br />มอเตอร์กระแสไฟฟ้ากระแสตรง<br /><br />หลักการของมอเตอร์กระแสไฟฟ้าตรง (Motor Action)<br />หลัก
การของมอเตอร์ไฟฟ้ากระแสตรง (Motor Action)
เมื่อเป็นแรงดันกระแสไฟฟ้าตรงเข้าไปในมอเตอร์
ส่วนหนึ่งจะแปรงถ่านผ่านคอมมิวเตเตอร์เข้าไปในขดลวดอาร์มาเจอร์สร้างสนามแม่
เหล็กขึ้น และกระแสไฟฟ้าอีกส่วนหนึ่งจะไหลเข้าไปในขดลวดสนามแม่เหล็ก (Field
coil) สร้างขั้วเหนือ-ใต้ขึ้นจะเกิดสนามแม่เหล็ก 2 สนาม ในขณะเดียวกัน
ตามคุณสมบัติของเส้นแรง แม่เหล็ก จะไม่ตัดกันทิศทางตรงข้ามจะหักล้างกัน
และทิศทางเดียวจะเสริมแรงกัน ทำให้เกิดแรงบิดในตัวอาร์มาเจอร์
ซึ่งวางแกนเพลาและแกนเพลานี้ สวมอยู่กับตลับลุกปืนของมอเตอร์
ทำให้อาร์มาเจอร์นี้หมุนได้
ขณะที่ตัวอาร์มาเจอร์ทำหน้าที่หมุนได้นี้เรียกว่า โรเตอร์ (Rotor)
ซึ่งหมายความว่าตัวหมุนการที่อำนาจเส้นแรงแม่เหล็กทั้งสองมีปฏิกิริยาต่อกัน
ทำให้ขดลวดอาร์มาเจอร์ หรือโรเตอร์หมุนไปนั้น<br />เป็นไปตามกฎซ้ายของเฟลมมิ่ง (Fleming?left hand rule)<br /><br />มอเตอร์ไฟฟ้ากระแสตรงแย่งออกเป็น 3 ชนิดดังนี้<br />1. เซียรี่ส์มอเตอร์ (Series Motor)<br />2. ชั้นมอเตอร์ (Shunt Motor)<br />3. คอมเปานด์มอเตอร์ (Compound Motor)<br /><br />การกลับทางหมุน กลับได้ 2 วิธี ดังนี้<br />ก. กลับโดยทิศทางการไหลของกระแสใน Armature<br /><br />ข. กลับโดยกลับทิศทางการไหลของกระแสใน Field Pole<br /><br />ชนิดของมอเตอร์กระแสตรงมี 3 ชนิด<br /><br />มอเตอร์แบบอนุกรม (Series Motor)<br />คือมอเตอร์ที่ต่อขดลวดสนามแม่เหล็กอนุกรมกับอาร์เมเจอร์ของมอเตอร์ชนิดนี้ว่า ซีรีสฟิลด์ <br />(Series Field)มีคุณลักษณะที่ดีคือให้แรงบิดสูงนิยมใช้เป็นต้นกำลังของรถไฟฟ้ารถยกของ<br />เครนไฟฟ้า ความเร็วรอบของมอเตอร์อนุกรมเมื่อไม่มีโหลดความเร็วจะสูงมากแต่ถ้ามีโหลดมาต่อ<br />ความ
เร็ว ก็จะลดลงตามโหลด โหลดมากหรือทำงานหนักความเร็วลดลง แต่ขดลวด
ของมอเตอร์ ไม่เป็นอันตราย
จากคุณสมบัตินี้จึงนิยมนำมาใช้กลับเครื่องใช้ไฟฟ้า
ในบ้านหลายอย่างเช่นเครื่องดูดฝุ่น เครื่องผสมอาหาร สว่านไฟฟ้า จักรเย็บผ้า
เครื่องเป่าผม มอเตอร์กระแสตรงแบบอนุกรม
ใช้งานหนักได้ดีเมื่อใช้งานหนักกระแสจะมากความเร็วรอบ
จะลดลงเมื่อไม่มีโหลดมาต่อความเร็วจะสูงมากอาจเกิดอันตรายได้ดังนั้นเมื่อ
เริ่มสตาร์ทมอเตอร์แบบอนุกรมจึงต้องมีโหลดมาต่ออยู่เสมอ<br />มอเตอร์ไฟฟ้ากระแสตรงแบบขนาน(Shunt Motor) <br />หรือเรียกว่าชันท์มอเตอร์ มอเตอร์แบบขนานนี้ ขดลวดสนามแม่เหล็กจะต่อ(Field Coil) <br />จะ
ต่อขนานกับขดลวด ชุดอาเมเจอร์ มอเตอร์แบบขนานนี้มีคุณลักษณะ
มีความเร็วคงที่ แรงบิดเริ่มหมุนต่ำ แต่ความเร็วรอบคงที่
ชันท์มอเตอร์ส่วนมากเหมะกับงานดังนี้พัดลมเพราะพัดลมต้องการความเร็วคงที่
และต้องการเปลี่ยนความเร็วได้ง่าย<br />มอเตอร์ไฟฟ้ากระแสตรงแบบผสม (Compound Motor) <br />หรือ
เรียกว่าคอมเปาวด์มอเตอร์ มอเตอร์ไฟฟ้ากระแสตรงแบบผสมนี้
จะนำคุณลักษณะที่ดีของมอเตอร์ไฟฟ้ากระแสตรง แบบขนาน และแบบอนุกรมมารวมกัน
มอเตอร์แบบผสมมีคุณลักษณะพิเศษคือมีแรงบิดสูง (High staring torque)
แต่ความเร็วรอบคงที่ ตั้งแต่ยังไม่มีโหลดจนกระทั้งมีโหลดเต็มที่<br />มอเตอร์
แบบผสมมีวิธีการต่อนขดลวดขนานหรือขดลวดชันท์อยู่ 2วิธี
วิธีหนึ่งใช้ต่อขดลวดแบบชันท์ขนานกับอาเมเจอร์เรียกว่า ชอทชันท์ (Short
Shunt Compound Motor)<br />ทอร์กและการส่งกำลัง<br /><br />ลักษณะของโหลด ความสัมพันธ์ความเร็วรอบ ตัวอย่างของโหลด<br /><br /> กับทอร์ก กับกำลัง<br /><br />กำลังคงที่ ทอร์กแปรผกผันกับความเร็วรอบ กำลังคงที่ เครื่องกำเนิดไฟฟ้าที่กำลังคงที่<br /><br />ทอร์ก
คงที่ ทอร์กคงที่
กำลังแปรตามความเร็วรอบ สายพาน,เครื่องปั่น,ด้าย,ปั๊มลูกสูบ<br /><br />ทอร์
กลดเป็นกำลังสองของความเร็ว ทอร์กแปรตามกำลังสองของความเร็วรอบ
กำลังแปรตามกำลังสามของความเร็วรอบ ปั๊นแรงเหวี่ยง,โบลเวอร์<br /><br />ทอร์กเป็นแรงหมุนที่เกิดขึ้นในมอเตอร์ โดยปกติแล้ว ทอร์กจะมี 10 ชนิดด้วยกัน<br /><br />ทอร์
กขณะตรึงโรเตอร์ ( Lock-rotor torque)
เป็นค่าทอร์กของโรเตอร์ที่ถูกยึดไว้ไม่ให้หมุนเมื่อจ่ายไฟฟ้าให้กับชุดขดลวด
ด้านเข้าของมอเตอร์ที่พิกัดกำลังไฟฟ้าของมอเตอร์<br />ทอร์กเร่ง (Accelerating torque) เป็นค่าทอร์กที่ถูกเร่งขึ้นจากภาวะที่ยังไม่หมุนจนการจ่ายไฟฟ้าด้านเข้าให้มอเตอร์จนเต็มพิกัด<br />ทอร์ก
สุดกำลัง (Breakdown torque)
เป็นค่าทอร์กที่เกิดขึ้นในภาวะที่จ่ายกำลังไฟฟ้าด้านเข้าให้มอเตอร์จนเต็ม
พิกัดโดยมีความเร็วรอบคงที่<br />ทอร์กดึงขึ้น (Pull-in torque)
เป็นค่าทอร์กที่เกิดในภาวะจ่ายกำลังไฟฟ้าด้านเข้าให้มอเตอร์จนเต็มพิกัด
ซึ่งทอร์กนี้เกิดขึ้นในช่วงที่โรเตอร์ถูกเร่งขึ้นจากภาวะที่หยุดนิ่ง
จนถึงความเร็วรอบที่เกิดภาวะทอร์กสุดกำลังขึ้น<br />ทอร์กดึงเข้า (Pull-in
torque)
เป็นค่าทอร์กที่เกิดขึ้นระหว่างการเปลี่ยนความเร็วรอบจากความเร็วสลิป (Slip
speed) เป็นความเร็วซิงโคนัส<br />ทอร์กแบบความต้านทานแม่เหล็ก ( Reluctance
torque) เป็นค่าทร์อกที่มีค่าเฉลี่ยอยู่ระหว่างศูนย์และความถี่ที่เป็น2
เท่าของความถี่ของระบบไฟฟ้า<br />ทอร์กซิงโครนัส (Synchronous torque) เป็นค่าทอร์กที่ภาวะคงที่ (Steady-state) เมื่อทำงานภาวะซิงโครนัสที่พิกัดกำลังไฟฟ้าด้านเข้า<br />ทอร์กโหลดเต็ม (Full load torque) เป็นค่าทอร์กที่ต้องการเพื่อให้ได้ผลตามพิกัลด้านออกที่ภาวะความเร็วและกำลังด้านเข้าตามพิกัด<br />ทอร์กดึงออก (Pull out torque) เป็นค่าทอร์กสูงสุดที่ลดกำลังลง<br />ทอร์กขนานตัดวงจร (Breaking torque) เป็นค่าทอร์กของมอเตอร์ที่ลดความเร็วรอบลงจนถึงความเร็วรอบต่ำสุด<br />การเลือกขนานมอเตอร์และการเพิ่มประสิทธิภาพในการใช้งาน<br />ในการทำงานของมอเตอร์นั้น จะมีการแบ่งลักษณะรอบทำงาน (Duty cycle) ออกเป็น 3 ลักษณะ<br />1.
ใช้งานต่อเนื่อง เป็นการนำมอเตอร์มาใช้งานตามโหลดที่ต้องการ
โดยปกติแล้วจะมีโหลดค่อนข้างคงที่ในเวลาที่ต่อเนื่อง ดังนั้น
ขนานของมอเตอร์ในกรณีนี้จะต้องเลือกขนานแรงม้าตามโหลดที่ต่อเนื่อง <br />2.
ใช้งานเป็นช่วงๆ เป็นการนำมอเตอร์มาใช้งานในเวลาที่เป็นช่วงหรือคาบ
เช่นอาจจะมีโหลดและอาจจะไม่มีโหลดในบางช่วงหรืออาจจะต่อกับโหลดและมีการหยุด
เดินเครื่องเป็นช่วงๆ
หรืออาจจะมีโหลดและไม่มีโหลดและมีการเดินหยุดเดินเครื่องเป็นช่วงๆ เป็นต้น
ดังนั้นขนาดของมอเตอร์ในกรณีนี้จะต้องเลือกขนาดแรงม้าให้เหมาะกับภาวะที่มี
โหลดสูงสุด<br />3. ใช้งานไม่แน่นอน
เป็นการนำมอเตอร์มาใช้งานตามโหลดในเวลาที่ไม่แน่นอน
ดังนั้นขนาดของมอเตอร์ในกรณีนี้จะต้องเลือกขนาดแรงม้าที่สูงสุด (Peak)
ที่ต้องการใช้และคำนวณเป็นค่าประสิทธิผล(RMS)
เพื่อไม่ให้มอเตอร์เกิดความร้อนขึ้น<br /><br />การเพิ่มประสิทธิภาพในการใช้งานของมอเตอร์<br /><br />ลดการใช้พลังงานของอุปกรณ์ที่มีอยู่เดิม โดยการควบคุมความต้องการ (Demand) หรือปรับปรุงตัวประกอบกำลัง<br />พิจารณา
ให้มีการประหยัดเท่าที่จะทำได้
โดยการเปลี่ยนแปลงมอเตอร์ให้มีประสิทธิภาพที่สูงกว่า
ซึ่งอาจจะเป็นมอเตอร์ซิงโคนัส
หรือมอเตอร์อินดักชั่นชนิดโรเตอร์กรงกระรอกที่มีประสิทธิภาพ<br />พิจารณาให้มีการประหยัดเท่าที่จะทำได้ โดยปรับปรุงประสิทธิภาพของการส่งกำลังทางกลระหว่างมอเตอร์กับโหลด เช่น<br />- เปลี่ยนจากระบบเกลียวเป็นระบบเกียร์<br /><br />- เปลี่ยนระบบสายพานให้เหมาะสม<br /><br />-
วิเคราะห์ให้มีการประหยัดเท่าที่จะทำได้
โดยการเปลี่ยนกระบวนการในการใช้มอเตอร์ เช่น
เปลี่ยนกระบวนการใช้งานจากความเร็วคงที่เป็นปรับความเร็วรอบได้ โดยการใช้
INVERTER<br /><br />การจัดกลุ่มโหลดเพื่อใช้งานกับมอเตอร์ให้ประหยัดพลังงาน<br /><br />โหลดของมอเตอร์มีองค์ประกอบหลายประการ เช่น ความเร็ว, ทอร์ก และช่วงภาวะในการทำงาน ซึ่งแยกโหลดของเครื่องจักรกลๆ ออกเป็น 3 กลุ่ม<br /><br />โหลด
ที่ต้องการทอร์กคงที่และความเร็วคงที่
โหลดชนิดนี้ถูกบังคับหรือควบคุมด้วยความเร็วคงที่และต้องกาทอร์กคงที่ เช่น
พัดลมดูดอากาศห้องน้ำ, ปั๊มน้ำสำหรับหมุนเวียนระบบน้ำ เป็นต้น<br />โหลดที่
ต้องการทอร์กไม่คงที่แต่ความเร็วคงที่
โหลดชนิดนี้ถูกบังคับหรือควบคุมด้วยความเร็วคงที่และให้ทอร์กเปลี่ยนแปลงได้
เช่น โหลดจำพวกเลื่อนวงเดือน,สายพานลำเรียงแนวราบ เป็นต้น
ซึ่งความเร็วรอบขณะที่มีโหลดและไม่มีโหลดจะเท่ากัน
แต่ควรลดแรงดันไฟฟ้าของมอเตอร์ลง
เพื่อให้สนามแม่เหล็กภายในมอเตอร์มีค่าเหมาะสมขณะที่ไม่มีโหลด
จึงจะเป็นการเพิ่มประสิทธิภาพให้มากขึ้น<br />โหลดที่ต้องการทอร์กคงที่
แต่ความเร็วไม่คงที่ โหลดชนิดนี้จะต้องการทอร์กคงที่ในทุกความเร็วรอบ เช่น
โหลดจำพวกเครื่องเจาะ,เครื่องขัด,เครื่องม้วน เป็นต้น
ซึ่งกำลังที่เครื่องจักรต้องการจะเพิ่มขึ้นเมื่อความเร็วรอบเพิ่มขึ้น
ส่วนกำลังด้านออกที่เพลาจะแปรเปลี่ยนตามความเร็วรอบ<br />การสตาร์ตมอเตอร์และควบคุมความเร็วเพื่อประหยัดพลังงาน<br /><br />การควบคุมมอเตอร์ การควบคุมมอเตอร์ มีจุดประสงค์ที่จะทำให้เกิดความปลอดภัยเกิดการประหยัดพลังงานและมอเตอร์สามารถใช้งานได้สมบูรณ์<br /><br />การสตาร์ตโดยการต่อตรงเข้ากับสายไฟฟ้าเมน วิธีนี้นิยมใช้กับมอเตอร์ที่มีขนาดไม่เกิน 7.5 แรงม้า<br /><br />การสตาร์ตโดยจำกัดกระแสสตาร์ต วิธีนี้นิยมใช้กับมอเตอร์ที่มีขนานใหญ่กว่า 7.5 แรงม้าซึ่งแยกย่อยได้อีกหลายวิธี คือ<br /><br />- สตาร์ตโดยต่อแบบวายและเดินแบบเดลต้า<br /><br />- สตาร์ตโดยใช้ตัวต้านทาน<br /><br />- สตาร์ตโดยจำกัดแรงเคลื่อนไฟฟ้าด้วยมอแปลงออโต<br /><br />- สตาร์ตโดยใช้ตัวหน่วงรีแอกเตอร์ เป็นต้น<br /><br />การควบคุมทิศทางการหมุน เช่น ลิฟต์<br /><br />การป้องกันมอเตอร์ทำงานเกินกำลัง<br /><br />การควบคุมความเร็วรอบ<br /><br />การสตาร์ตมอเตอร์ให้ปลอดภัยและประหยัดพลังงาน<br /><br />- สตาร์ตแบบแม่เหล็ก (Magnetic stating)<br /><br />- สตาร์ตแบบการกลับทิศทางการหมุนได้ (Reversible stating)<br /><br />- สตาร์ตด้วยตัวต้านทานปฐมภูมิ (Primary resistance stating)<br /><br />- สตาร์ตด้วยหม้อแปลงแบบออโต (Autotransformer stating)<br /><br />- สตาร์ตแบบสตาร์-เดลตา (Star-Delta stating)<br /><br />- สตาร์โรเตอร์พันด้วยขดลวด (Wound rotor stating)<br /><br />การประหยัดพลังงานโดยควบคุมความเร็วรอบโดยควบคุมความถี่ไฟฟ้าโดยใช้ INVERTER DIRVE<br /><br />การ
ควบคุมความเร็วรอบโดยควบคุมความถี่ไฟฟ้าของแหล่งจ่ายไฟฟ้า (Variable
Voltage Variable Frequency ?
VVVFซึ่งการควบคุมความเร็วรอบวิธีนี้จะใช้อินเวอร์เตอร์ VVVF
หรือใช้ไซโคลคอนเวอร์เตอร์ (Cyclo ?
converter)เพื่อทำการปรับแรงดันไฟฟ้าและความถี่ไฟฟ้าที่เหมาะสมให้กับ
มอเตอร์
ความเร็ววิธีนี้จะมีประสิทธิภาพสูงและมีความเหมาะสมในการนำมาใช้งานที่โหลด
แฟกเตอร์ต่ำกว่า 80% ซึ่งปกติแล้วมอเตอร์ที่มีขนาดตั้งแต่ 15
แรงมาจะใช้การควบคุมเป็นชนิดไทริเตอร์
ส่วนในมอเตอร์ขนานเล็กจะใช้ชนิดทรานซิลเตอร์<br /><br />หลักการทำงานของอินเวอร์เตอร์(INVERTER)<br /><br />การ
แปลงไฟฟ้ากระแสตรงเป็นไฟฟ้ากระแสสลับ นิยมเรียกกันว่าอินเวอร์เตอร์
(Inverters) ซึ่งสามารถเปลี่ยนแปลง หรือควบคุมระดับแรงดันไฟฟ้า
และความถี่ของไฟฟ้ากระแสสลับได้ อินเวอร์เตอร์ได้นำไปใช้ประโยชน์ต่างๆได้
เช่น <br />1. แหล่งจ่ายไฟฟ้ากระแสสลับสำรอง
เมื่อแหล่งจ่ายไฟฟ้ากระแสสลับหลักเกิดขัดข้องขึ้น ที่เรียกกันว่า Stand-by
Power supplies หรือ Uninteruptible Power Supplies โดยเรียกย่อๆ ว่า UPS
ใช้เป็นระบบไฟฟ้าสำรองสำหรับอุปกรณ์ที่สำคัญๆ เช่น คอมพิวเตอร์
เมื่อแหล่งจ่ายไฟฟ้ากระแสสลับหลักเกิดขัดข้อง Transfer Switch
ซึ่งทำงานด้วยความเร็วถึง 1/1000 วินาที
จะต่ออุปกรณ์เข้ากับอินเวอร์เตอร์จ่ายไฟกระแสสลับให้แทน
โดยแปลงจากแบตเตอรี่ซึ่งประจุไว้ ขณะที่มีแหล่งจ่ายไฟฟ้ากระแสสลับหลัก <br />2.
ใช้ควบคุมความเร็วของมอเตอร์กระแสสลับ โดยการเปลี่ยนความถี่
เมื่อความถี่ของไฟฟ้ากระแสสลับเปลี่ยนแปลง
ความเร็วของมอเตอร์จะเปลี่ยนแปลงตามสมการ N=120f/N โดยที่ N =
ความเร็วรอบต่อนาที, f = ความถี่ของแหล่งจ่ายไฟฟ้าต่อวินาที และ P =
จำนวนขั้วของมอเตอร์ ในการควบคุมนี้ถ้าต้องการแรงบิดคงที่
จะต้องรักษาให้อัตราส่วนของแรงดันต่อความถี่ที่จ่ายเข้ามอเตอร์คงที่ด้วย <br />3. ใช้แปลงไฟฟ้าจากระบบส่งกำลังไฟฟ้าแรงสูงชนิดกระแสตรง ให้เป็นชนิดกระแสสลับ เพื่อจ่ายให้กับผู้ใช้ <br />4. ใช้ในเตาถลุงเหล็กที่ใช้ความถี่สูง ซึ่งใช้หลักการเหนี่ยวนำด้วยสนามแม่เหล็กทำให้ร้อน ( Induction Heating )<br /><br />จากรูปบล็อคไดอะแกรมพื้นฐานอย่างง่ายๆ ของอินเวอร์ จะประกอบด้วยส่วนที่สำคัญ ๆ และมีการทำงานดังนี้<br /><br /><br /><br /><br />Reetifier circuit:<br />วง
จรเรกติไฟเออร์ หรือวงจรเรียงกระแส :
ทำหน้าที่แปลงผันหรือเปลี่ยนจากแรงดันไฟฟ้ากระแสสลับเป็นแรงดันไฟฟ้ากระแส
ตรง วงจรประกอบด้วย เพาเวอร์ไดโอด 4 ตัว กรณีที่อินพุทเป็นแบบเฟสเดียว
หรือมีเพาเวอร์ไดโอด 6 ตัว กรณีที่อินพุตเป็นแบบ 3 เฟส ดังรูป (
สำหรับอินเวอร์เตอร์บางประเภทจะใช้ SCR
ทำหน้าที่เป็นวงจรเรกติไฟเออร์ซึ่งทำให้สารมารถควบคุมระดับแรงดันในวงจร
ดีซีลิ๊งค์ได้)<br /><br /><br />DC link :<br />ดีซีลิ๊งค์ หรือ
วงจรเชื่อมโยงทางดีซี
คือวงจรเชื่อมโยงระหว่างวงจรเรียกกระแสและวงจรอินเวอร์เตอร์
(ซึ่งจะอธิบายในหัวข้อถัดไป) ซึ่งจะประกอบด้วยแคปปาซิเตอร์ที่มีขนาดใหญ่
พิกัดแรงดัน ไฟฟ้า 400 VDC หรือ 800 VDC
โดยขึ้นอยู่กับแรงดันอินพุตว่าเป็นแบบเฟสเดียวหรือ 3 เฟส
ทำหน้าที่กรองแรงดันไฟฟ้ากระแสตรงที่ได้จากวงจรเรียงเรกติไฟเออร์ให้เรียบ
ยิ่งขึ้น และทำหน้าที่เก็บประจุไฟฟ้า
ขณะที่มอเตอร์ทำงานเป็นเครื่องกำเนิดไฟฟ้าในช่วงสั้นเนื่องจาการเบรคหรือมี
การลดความเร็วรอบลงอย่างรวดเร็ว
(สำหรับกรณีที่ใช้งานกับโหลดที่มีแรงเฉื่อยมาก ๆ
และต้องการหยุดอย่างรวดเร็ว
จะเกิดแรงดันสูงย้อนกับมาตกคร่อมแคปปาซิเตอร์และทำให้ แคปปาซิเตอร์เสียหาย
ได้
ดังนั้นในทางปฏิบัติจะมีวงจรชอปเปอร์โดยต่อค่าความต้านอนุกรมกับ
ทรานซิสเตอร์ และต่อขนานกับแคปปาซิเตอร์ไว้
โดยทรานซิสเตอร์จะทำให้ที่เป็นสวิตซ์ตัดต่อควบคุมให้กระแสไหลผ่านค่าความ
ต้านทานเพื่อลดพลังงานที่เกิดขึ้น<br />Inverter circuit :<br />วงจรอินเวอร ์
คือส่วนที่ทำหน้าที่แปลงผันจากแรงดันไฟฟ้ากระแสตรง
(ที่ผ่านการกรองจากวงจรดีซีลิ๊งค์) เป็นแรงดันไฟฟ้ากระแสสลับ
วงจรจะประกอบด้วยเพาเวอร์ทรานซิสเตอร์กำลัง 6 ชุด (ปัจจุบันส่วนใหญ่จะใช้
IGBT) ทำหน้าที่เป็นสวิตซ์ตัดต่อกระแสไฟฟ้าเพื่อแปลงเป็นไฟฟ้ากระแสสลับ
โดยอาศัยเทคนิคที่นิยมใช้กันทั่วไปคือ PWM (Pule width modulation)<br />Control circuit :<br />วงจร
ควบคุม จะทำหน้าที่รับข้อมูลจากผู้ใช้เช่น
รับข้อมูลความเร็วรอบที่ต้องการเข้าไปทำการประมวลผล
และส่งนำเอาท์พุทออกไปควบคุมการทำงานของทรานซิสเตอร์เพื่อจ่ายแรงดันและความ
ถี่ให้ได้ความเร็วรอบและแรงบิดตาม ที่ผู้ใช้งานต้องการ<br />การแบ่งชนิดของอินเวอร์เตอร์<br /><br />อิน
เวอร์เตอร์มีชนิดต่างๆ ด้วยกันมากมายจนอาจหาที่สิ้นสุดไม่ได้
ยกตัวอย่างเช่น
อินเวอร์เตอร์ที่ให้หม้อแปลงเพื่อวัตถุประสงค์ในการลดจำนวนไทริสเตอร์หรือ
อินเวอร์เตอร์ซึ่งมี L
ต่อแทรกซัพพลายเพื่อวัตถุประสงค์ของการทำให้กระแสที่ออกจากซัพพลายมีค่าคง
ที่ ในช่วงระหว่างการคอมมิวเทต (อินเวอร์เตอร์แบบกระแสคงที่) เป็นต้น
แต่อย่างไรก็ตามโดยทั่วไปแล้ว
เราอาจแบ่งชนิดของอินเวอร์เตอร์ออกตามคุณสมบัติหรือโครงสร้างของวงจรได้ดัง
นี้ <br />1. แบ่งตามวิธีการป้อนพลังงานกลับเข้าซัพพลาย<br />1.1 Self Excite ( อนุกรม/ ขนาน )<br />1.2 Separatly Excite<br />2. แบ่งตามวิธีการซึ่งทำให้พลังงานคอมมิวเทติงหายไป<br />2.1 แบบป้อนกลับเข้าซัพพลาย<br />2.2 แบบไม่ป้อนกลับเข้าซัพพลาย<br />3. แบ่งตามคุณสมบัติของเอาท์พุท<br />3.1 พิจารณาจากลักษณะคลื่น<br /><br />แบบสเแควร์เวฟ<br />แบบไซน์เวฟ<br />3.2 พิจารณาจากจำนวนเฟส<br /><br />แบบ 1 เฟส<br />แบบ 3 เฟส<br />3.3 พิจารณาจากย่านความถี่<br /><br />แบบความถี่ต่ำ<br />แบบความถี่สูง<br />3.4 พิจารณาจากการเปลี่ยนแปลงความถี่<br /><br />แบบความถี่คงที่<br />แบบความถี่ปรับเปลี่ยนได้<br />3.5 พิจารณาจากการเปลี่ยนแปลงโวลเตจ<br /><br />แบบโวลเตจคงที่<br />แบบปรับเปลี่ยนโวลเตจได้<br />ใน
รอบหลายปีที่ผ่านมา การพัฒนาเทคโนโลยีไฟฟ้ามีความก้าวหน้าไปมาก
ชุดควบคุมความเร็วรอบสำหรับมอเตอร์ เหนี่ยวนำแบบกรงกระรอก
(Variable Speed Drives, VSDs) จึงมีการนำมาใช้กันอย่างแพร่หลาย
เพื่อมาทดแทนการปรับความเร็วรอบระบบทางกล เช่น ระบบไฮดรอลิกคลับปลิ้ง
หรือการใช้เกียรเพื่อการทดรอบเป็นช่วง ๆ<br /><br />ในการเลือกขนาดอินเวอร์เตอร์ให้เหมาะสมกับมอเตอร์ จะต้องคำนึงถึงข้อต่างๆ ดังต่อไปนี้<br />1.
ความสามารถในการขับมอเตอร์ขณะเร่งความเร็ว และความเร็วรอบคงที่
ต้องพิจารณาว่าอินเวอร์เตอร์สามารถจ่ายกระแสที่มอเตอร์ต้องการได้หรือไม่<br />2.
ความสามารถในการขับมอเตอร์ขณะลดความเร็ว
ในขณะที่ลดความเร็วมอเตอร์จะทำงานเป็นเครื่องกำเนิดไฟฟ้าและคืนพลังงาน
กลับไปให้อินเวอร์เตอร์ ดังนั้น
อินเวอร์เตอร์ต้องมีความสามารถในการรับคืนและใช้พลังงานนี้ให้หมดไป<br />3.
การเลือกขนาดอินเวอร์เตอร์ โดยดูจากขนาด และจำนวนมอเตอร์นั้น
ให้เลือกอินเวอร์เตอร์ที่มีกระแสพิกัดมากกว่าผลรวมของกระแสมอเตอร์ทุกตัว
จุดเด่นของอินเวอร์เตอร์อีกอย่างหนึ่งคือสามารถขับมอเตอร์หลาย ๆ
ตัวด้วยอินเวอร์เตอร์<br />เพียงตัวเดียว
แต่วิธีการเดินเครื่องบางแบบอาจต้องเลือกขนาดอินเวอร์เตอร์ที่มีขนาดใหญ่มาก
จึงไม่เป็นการประหยัด และเกิดการผิดพลาดในการเลือกขนาดได้ง่ายด้วย
อินเวอร์เตอร์ที่ทำงานในโหมดการควบคุมฟลักซ์เวกเตอร์ ไม่สามารถขับมอเตอร์
ได้หลายตัวพร้อมกันจะต้องเปลี่ยนโหมดการควบคุมไปเป็นแบบแรงดันต่อความถี่
เท่านั้นจึงจะขับมอเตอร์ได้หลายตัว<br /><br />เนื่องจากความเร็วรอบของอินดัค
ชั่นมอเตอร์ หรือมอเตอร์เหนี่ยวนำ
จะเปลี่ยนแปลงสัมพันธ์กับสมการความเร็วรอบหรือสมการซิงโครนัส-สปีดดังต่อไป
นี้<br />Synchronous speed (Ns)<br /><br />= (120 * f ) / P<br /><br />โดยกำหนดให้:<br /><br /><br />f = ความถี่กระแสไฟฟ้า<br />P = จำนวนขั้วแม่เหล็ก<br /><br />......จากสมการสมซิงโครนัส-สปีดจะเห็นว่าความเร็วรอบของมอเตอร์สามารถปรับเปลี่ยนได้ 2 เส้นทางคือ<br />1. เปลี่ยนจำนวนขั้วแม่เหล็ก (P) และ<br />2. เปลี่ยนแปลงความถี่ของกระแสไฟฟ้าที่จ่ายให้กับมอเตอร์ไฟฟ้า ( f )<br /><br />ดัง
นั้นหากความถี่กระแสไฟฟ้ามีค่าคงที่คือ 50 Hz. ( หรือ 60 Hz.ในบางประเทศ
เช่นอเมริกา ) ความเร็วรอบของมอเตอร์
แต่ละตัวก็จะมีความเร็วรอบที่แตกต่างกัน
โดยขึ้นอยู่กับจำนวนขั้วแม่เหล็กของมอเตอร์แต่ละตัว
ซึ่งสามารถสรุปได้ตามตารางดังนี้<br /><br />จำนวนขั้วแม่เหล็ก(P)
2 4 6 8
10 15<br /><br />จำนวนรอบที่ความถี่ 50 Hz. (RPM) 3000 1500 1000 750 600 500<br /><br />จำนวนรอบที่ความถี่ 60 Hz. (RPM) 3600 1800 1200 900 720 600<br /><br />ตาราง
สรุปความสัมพันธ์ของความเร็วรอบของมอเตอร์ที่มีจำนวนขั้วแม่เหล็กที่แตกต่าง
กันจะเห็นว่า วิธีการควบคุมความเร็วรอบด้วยการเปลี่ยนจำนวนขั้วแม่เหล็กนั้น
ความเร็วจะเปลี่ยนแปลงไปครั้งละมาก ๆ เช่น เปลี่ยนจาก 3000 รอบต่อนาที
ไปเป็น 1500 รอบต่อนาที หรือจาก 1500 รอบต่อนาที ไปเป็น3000 รอบต่อนาที (
กรณีเปลี่ยนจากการต่อแบบ 2 ขั้วแม่เหล็กไปเป็นการต่อแบบ 4 ขั้วแม่เหล็ก
หรือจาก 4 ขั้วแม่เหล็กลดลงมาเหลือ 2 ขั้วแม่เหล็ก)
ซึ่งการเปลี่ยนแปลงความเร็วรอบในลักษณะนี้ความเร็วรอบที่เปลี่ยนแปลงจะไม่
ละเอียด ,ทำได้เฉพาะในขณะที่ไม่มีโหลด
และที่สำคัญคือต้องใช้มอเตอร์ที่ออกแบบพิเศษที่สามารถเปลี่ยนแปลงจำนวนขั้ว
แม่เหล็กได้เท่านั้น ทำให้ไม่เหมาะสมกับความต้องการของงานในหลาย
ๆประเภทที่ต้องการควบคุมความเร็วรอบในขณะมีโหลดเพื่อให้ความเร็วเหมาะสมกับ
ความเร็วของกระบวนการผลิต
ดังนั้นในกระบวนการผลิตทั่วไปจึงนิยมใช้อินเวอร์เตอร์ในการควบคุมความเร็ว
รอบของมอเตอร์มากกว่าเนื่องจากสามารถควบ คุมให้มอเตอร์ด้วยความเร็วคงที่
ปรับความเร็วรอบไปที่ความเร็วต่าง ๆ
ได้อย่างรวดเร็วและมีความเที่ยงตรงมากกว่า<br /><br />การเบรกหมายถึง
การหน่วงให้ความเร็วรอบของมอเตอร์ให้หมุนช้าลงอย่างรวดเร็วจะด้วยวิธีทางกล
หรือไฟฟ้าอิเล็กทรอนิกส์ ในบางโรงงานอุตสาหกรรม อาจจะใช้วิธีการเบรกทางกล
ซึ่งมีข้อเสียคือต้องการความดูแลและบำรุงรักษา
ต้องเปลี่ยนผ้าเบรกและมีผงฝุ่นจากการเบรกหากเป็นโรงงานที่เกี่ยวข้องกับ
อาหาร(Food& Beverage)
ซึ่งมีข้อห้ามเรื่องผงฝุ่นจากการเบรกอาจจะปนเปื้อนไปกับอาหารหรือในระบบที่
ยากลำบากในการติดตั้งของระบบเบรกทางกลเพิ่มเติมได้หรือต้นทุนในการติดตั้ง
ทางกลสูง
ส่วนข้อเสียที่เป็นของระบบไฟฟ้าเช่นเมื่อมอเตอร์หยุดหมุนแล้วจะไม่สามารถ
เบรกให้Lock อยู่กับที่ได้คือไม่สามารถ holding brake ได้<br /><br />การเบรกโดยวิธีการฉีดไฟฟ้ากระแสตรง(Dc injection braking)<br /><br />การ
เบรกด้วยวิธีนี้ทำได้โดยการปลดไฟฟ้ากระแสสลับ 3 เฟส
ออกจากขั้วของขดลวดสเตเตอร์ออกจากไลน์แล้วจ่ายไฟฟ้ากระแสตรงเข้าไปกระตุ้นขด
ลวดในสเตเตอร์แทน
ไฟฟ้ากระแสตรงจะสร้างสนามแม่เหล็กถาวรที่ขดลวดสเตอร์แต่ไม่ได้เป็นสนามแม่
เหล็กหมุนเหมือนไฟฟ้ากระแสสลับ 3 เฟส ตัวโรเตอร์ซึ่งเป็นขดลวดวงจรปิด
ที่กำลังหมุนอยู่ด้วยแรงเฉื่อยจะหมุนตัดผ่านสนามแม่เหล็กถาวรจากไฟฟ้ากระแส
ตรง
จะเกิดการเหนี่ยวนำแล้วมีกระแสไหลในขดลวดโรเตอร์จะสร้างให้เกิดแรงบิดต้าน
การหมุน
เป็นผลให้กราฟแรงบิดของมอเตอร์เป็นกราฟแรงบิดเป็นแบบย้อนกลับหรือแบบ
เงา(Mirror)ใกล้เคียงกับเส้นกราฟของแรงบิดของมอเตอร์
ซึ่งความสูงของเส้นกราฟจะมากหรือน้อยนั้นขึ้นอยู่กับการฉีดปริมาณของกระแส
ของไฟฟ้ากระแสตรงที่จ่ายเข้าไปเพื่อทำการเบรกเนื่องจากค่าความต้านทานทาง
ไฟฟ้ากระแสตรง(Resistive)จะมีค่าน้อยมากเมื่อเทียบกับค่าความต้านทานทาง
ไฟฟ้ากระแสสลับ(Z=R+JXL)
จึงจำเป็นจะต้องใช้ไฟฟ้ากระแสตรงที่มีแรงดันต่ำๆซึ่งสามารถทำได้โดยการติด
ตั้งหม้อแปลงลดระดับแรงดัน(Step-down Transformer) หรือจะใช้ Thyristor
ที่สามารถควบคุมระดับแรงดัน หรือควบคุมกระแสที่จะจ่ายให้มอเตอร์ขณะเบรกได้<br /><br />ใน
กรณีที่ต้องการเบรกมอเตอร์อย่างรวดเร็ว
จำเป็นต้องสร้างแรงบิดสูงเพื่อมาต้านทานแรงเฉื่อยของมอเตอร์จึงจำเป็นต้อง
การกระแสเบรกสูง อาจจะสูงถึง 5
เท่าของพิกัดมอเตอร์ดังนั้นเมื่อมอเตอร์หยุดหมุนแล้ว
ไฟฟ้ากระแสตรงจะต้องถูกตัดออกโดยอัตโนมัติ
หากปล่อยทิ้งไว้จะทำให้มอเตอร์ร้อนและไหม้ได้ในที่สุด<br />
<br />
ที่มา : T.G. ControlSamyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-77478663217437784982011-11-29T02:38:00.001-08:002011-11-29T02:41:17.545-08:00ความรู้เบื้องต้นเกี่ยวกับระบบไฟฟ้า<div style="font-family: inherit;">
<span style="font-size: small;"><b><span style="color: #ff0080;">1.มาตรฐานการออกแบบและติดตั้งระบบไฟฟ้า
</span></b></span>
</div>
<ol style="font-family: inherit;"><span style="font-size: small;"><span style="color: blue;">มารตรฐานการออกแบบและติดตั้งระบบไฟฟ้า
มีความสำคัญยิ่ง ทั้งนี้
เพื่อความปลอดภัย คงทนถาวร
และเพื่อยืดอายุการใช้งานของอุปกรณ์ไฟฟ้าต่างๆ
ที่ใช้อยู่ในระบบให้ยาวนานยิ่งขึ้น
การติดตั้งระบบไฟฟ้า
มีมาตรฐานกำหนดที่แน่นอน
และมีหลายหน่วยงาน เช่น
กรมพัฒนาและส่งเสริมพลังงาน
สมาคมวิศวกรรมสถานแห่งประเทศไทยในพระบรมราชูปถัมภ์
(วสท.) การไฟฟ้านครหลวง
การไฟฟ้าส่วนภูมิภาค
และหน่วยงานจากต่างประเทศที่ประเทศไทยนำมายึดถือ
เช่น National Electric Code (NEC) Amarican National Standard Institute (ANSI)
International Electrotechical Commission (IEC) เป็นต้น
และหน่วยงานที่รับรองมาตรฐานผลิตภัณฑ์
อุปกรณ์ เครื่องใช้ไฟฟ้าต่างๆ
คือ สำนักผลิตภัณฑ์อุตสาหกรรม
กระทรวงอุตสาหกรรม
ที่รู้จักกันในชื่อ มอก.</span><br />
</span></ol>
<span style="font-family: AngsanaUPC; font-size: small;">
<b>
</b></span><br />
<div style="font-family: inherit;">
<span style="font-size: small;"><b><span style="color: #ff0080;">2.</span><span style="color: #ff0080;"> </span><span style="color: #ff0080;">ศัพท์เฉพาะ
หรือคำจำกัดความ ด้านระบบไฟฟ้า
ที่ควรรู้<br />
</span> </b></span><span style="font-size: small;">
</span><span style="color: blue; font-size: small;">2</span><span style="color: blue; font-size: small;">.1
ระบบไฟฟ้าแรงสูง คือ
ระบบไฟฟ้าที่มีแรงดันไฟฟ้า เกิน
1,000 โวลท์ <br />
2.2
ระบบไฟฟ้าแรงต่ำ คือ
ระบบไฟฟ้าที่มีแรงดันไฟฟ้าไม่เกิน
1,000 โวลท์ </span><span style="font-size: small;"><br />
</span><span style="color: blue; font-size: small;">
2.3
โวลท์ (Volt.) คือ
หน่วยวัดแรงดันไฟฟ้า</span><span style="font-size: small;"><br />
</span><span style="color: blue; font-size: small;">
2.4
แอมแปร์ ( Amp.) คือ
หน่วยวัดกระแสไฟฟ้า</span><span style="font-size: small;"><br />
</span><span style="color: blue; font-size: small;">
2.5
วัตต์ (Watt.) คือ
หน่วยของกำลังไฟฟ้าที่ใช้จริง </span><span style="font-size: small;"><br />
</span><span style="color: blue; font-size: small;">
2.6
หน่วย (Unit) คือ
หน่วยของกำลังไฟฟ้าที่ใช้
ต่อชั่วโมง มีอุปกรณ์ที่ใช้วัด
คือ กิโลวัตต์ฮอร์มิเตอร์ (Kwh. )</span></div>
<span style="font-family: inherit; font-size: small;"><b>
</b>
<b><span style="color: #ff0080;">3.ระบบ 1 เฟส หรือ 3 เฟส
คือ ระบบไฟฟ้าที่นำมาใช้
โดยแยกออกดังนี้ </span></b><br />
<span style="color: blue;">
3.1
ระบบ 1 เฟส จะมี 2 สายในระบบ
ประกอบด้วย สาย LINE (มีไฟ) 1 เส้น
และสาย Neutral (ไม่มีไฟ) 1 เส้น
มีแรงดันไฟฟ้า 220 – 230 โวลท์ <br />
มีความถี่
50 เฮิร์ซ (Hz)<br />
3.2
ระบบ 3 เฟส จะมี 4 สายในระบบ
ประกอบด้วย สาย LINE (มีไฟ) 3 เส้น
และสายนิวตรอน (ไม่มีไฟ) 1 เส้น
มีแรงดันไฟฟ้าระหว่าง สาย<br />
LINE
กับ LINE 380 – 400 โวลท์
และแรงดันไฟฟ้าระหว่างสาย LINE กับ
Neutral 220 – 230 โวลท์ และมีความถี่ 50
เฮิร์ซ (Hz) <br />
เช่นเดียวกัน<br />
3.3
สายดิน หรือ GROUND มีทั้ง 2 ระบบ
ติดตั้งเข้าไปในระบบเพื่อความปลอดภัยของระบบ
สายดินจะต้องต่อเข้าไปกับพื้นโลก<br />
ตามมาตรฐานกำหนด</span><br />
<b>
</b><b><span style="color: #ff0080;">4. Power Factor </span></b><br />
<span style="color: blue;"> คือ
อัตราส่วน
ระหว่างกำลังไฟฟ้าที่ใช้จริง (วัตต์)
กับ กำลังไฟฟ้าปรากฏ
หรือกำลังไฟฟ้าเสมือน (VA) ซึ่ง
ค่าที่ดีที่สุด คือ
มีอัตราส่วนที่เท่ากัน
จะมีค่าเป็นหนึ่ง
แต่ในทางเป็นจริงไม่สามารถทำได้
ซึ่งค่า Power Factor
เปลี่ยนแปลงไปตามการใช้ LOAD ซึ่ง Load
ทางไฟฟ้ามีอยู่ 3 ลักษณะ คือ<br />
1. <b> Load
ประเภท Resistive</b> หรือ ความต้าน
จะมีค่า Power Factor เป็นหนึ่ง อันได้แก่
หลอดไฟฟ้าแบบใส้ เตารีดไฟฟ้า
หม้อหุงข้าว<br />
เครื่องทำน้ำอุ่น
เป็นต้น ถ้าหน่วยงานหรือองค์กร
มี Load ประเภทนี้เป็นจำนวนมาก
ก็ไม่จำเป็นที่จะต้องปรับปรุงค่า
Power Factor<br />
2. <b>Load
ประเภท Inductive</b> หรือ ความเหนี่ยวนำ
จะมีค่า Power Factor ไม่เป็นหนึ่ง
อันได้แก่
เครื่องใช้ไฟฟ้าที่ใช้ขดลวด
เช่น มอเตอร์<br />
บาลาสก์ของหลอดฟลูออเรสเซนต์
หลอดแกสดิสชาร์จ
เครื่องปรับอากาศ เป็นต้น
จะเห็นได้ว่าหน่วยงานหรือองค์กรส่วนใหญ่
จะหลีกเลี่ยง<br />
Load
ประเภทนี้ไม่ได้
และมีเป็นจำนวนมาก ซึ่งจะทำให้
ค่า Power Factor ไม่เป็นหนึ่ง และ Load
ประเภทนี้จะทำให้ค่า Power Factor<br />
ล้าหลัง
( Lagging ) จำเป็นที่จะต้องปรับปรุงค่า
Power Factor โดยการนำ Load ประเภทให้ค่า Power
Factor นำหน้า ( Leading )<br />
มาต่อเข้าในวงจรไฟฟ้าของระบบ
เช่น การต่อชุด Capacitor Bank
เข้าไปในชุดควบคุมไฟฟ้า<br />
3. <b>Load
ประเภท Capacitive</b> หรือ Load
ที่มีตัวเก็บประจุ (Capacitor)
เป็นองค์ประกอบ Load
ประเภทนี้จะมีใช้น้อยมาก
จะมีค่า Power Factor<br />
ไม่เป็นหนึ่ง
Load ประเภทนี้จะทำให้ค่า Power Factor
นำหน้า ( Leading )
คือกระแสจะนำหน้าแรงดัน
จึงนิยมนำ Load ประเภทนี้<br />
มาปรับปรุงค่า
Power Factor ของระบบที่มีค่า Power Factor
ล้าหลัง เพื่อให้ค่า Power Factor
มีค่าใกล้เคียงหนึ่ง</span><br />
<b>
<span style="color: blue;">ข้อดี ของการปรับปรุง
ค่า Power Factor </span><br />
</b>
<span style="color: blue;"><b>
</b>
-
กระแสไฟฟ้าที่ไหลในวงจรไฟฟ้าลดลง<br />
<b> </b>-
หม้อแปลง และสายเมนไฟฟ้า
สามารถรับ Load เพิ่มได้มากขึ้น<br />
-
ลดกำลังงานสูญเสียในสายไฟฟ้าลง<br />
-
ลดแรงดันไฟฟ้าตก<br />
-
เพิ่มประสิทธิภาพระบบไฟฟ้าทั้งระบบ
</span><br />
<b>
</b><b><span style="color: #ff0080;">5.
ระบบการส่งจ่ายกำลังไฟฟ้า</span></b>
<br />
</span><br />
<ol><span style="font-family: inherit; font-size: small;"><span style="color: blue;">หน่วยงานที่รับผิดชอบด้านการผลิตและจำหน่ายไฟฟ้าในปัจจุบัน
คือ
การไฟฟ้าฝ่ายผลิตแห่งประเทศไทย
การไฟฟ้านครหลวง
การไฟฟ้าส่วนภูมิภาค
โดยการไฟฟ้าฝ่ายผลิต
เป็นผู้ผลิตไฟฟ้าให้การไฟฟ้านครหลวง
และการไฟฟ้าส่วนภูมิภาคไปจำหน่าย
การไฟฟ้านครหลวง
จะจำหน่ายไฟฟ้าให้ กทม.และปริมณฑล
ส่วนการไฟฟ้าส่วนภูมิภาค
จะจำหน่ายไฟฟ้าให้กับต่างจังหวัดของทุกภาคในประเทศ
</span><br />
<span style="color: blue;">ระบบไฟฟ้าในภาคใต้
การไฟฟ้าฝ่ายผลิตจะผลิตไฟฟ้าที่โรงไฟฟ้า
แล้วแปลงแรงดันไฟฟ้าให้สูงถึง 230
กิโลโวลท์ (KV.)
แล้วส่งไปตามเมืองต่างๆ
เข้าที่สถานีไฟฟ้าย่อย
ของการไฟฟ้าส่วนภูมิภาค
สถานีไฟฟ้าย่อยจะปรับลดแรงดันไฟฟ้าเหลือ
33 กิโลโวลท์
แล้วจ่ายเข้าในตัวเมือง
และผู้ใช้ไฟฟ้าต้องติดตั้งหม้อแปลง
เพื่อลดแรงดันไฟฟ้าให้เป็นแรงต่ำ
เพื่อนำมาใช้งานต่อไป </span><br />
<b>
</b></span></ol>
<span style="font-family: inherit; font-size: small;">
<b>
<blockquote>
<span style="color: blue;">กำลังไฟฟ้า</span></blockquote>
</b><blockquote>
<b>
</b><span style="color: blue;">กำลังไฟฟ้ามีด้วยกัน 3
อย่างคือ <br />
- กำลังไฟฟ้าจริง
มีหน่วยเป็น วัตต์ (Watt)<br />
<b> - </b> กำลังไฟฟ้าแฝง
มีหน่วยเป็น วาร์ (VAR)<br />
- กำลังไฟฟ้าปรากฏ
มีหน่วยเป็น โวลท์แอมป์ (VA)</span><br />
<b>
</b>
</blockquote>
<b>
</b><b><span style="color: #ff0080;">6. หม้อแปลงไฟฟ้า</span></b>
<br />
<ol><span style="color: blue;">หม้อแปลงไฟฟ้าเป็นอุปกรณ์ไฟฟ้า
สำหรับแปลงแรงดันไฟฟ้าให้สูงขึ้น
หรือต่ำลง
เพื่อให้เหมาะสมกับงานที่จะใช้
งานบางอย่างต้องการใช้แรงดันสูง
เช่น
การส่งพลังงานไฟฟ้าจากโรงไฟฟ้ามายังสถานีย่อย
ต้องใช้หม้อแปลงแรงไฟฟ้าแรงสูง
แต่ การใช้ในบ้านเรือน หรือ
โรงงานต้องใช้หม้อแปลงไฟฟ้าแรงต่ำ
ซึ่งหม้อแปลงมีหลายชนิด
หลายขนาด
เลือกใช้ตามความเหมาะสมของงาน</span><br />
<b>
</b></ol>
<b>
<span style="color: #ff0080;">7. ตู้ควบคุมระบบไฟฟ้า </span><br />
</b><span style="color: blue;">
- MDB.
(Main distribution board )
เป็นตู้ควบคุมระบบไฟฟ้าหลัก มี Main
Circuit Breaker
เพื่อตัดต่อวงจรไฟฟ้าทั้งหมดของอาคาร<br />
- SDB. (Sub distribution
board ) เป็นตู้ควบคุมย่อย
จ่ายกระแสไฟฟ้าไปตามตู้ PB. หรือ Load
Center หลายๆ ตู้
ขึ้นอยู่กับขนาดของอาคาร<br />
- PB ( Panel board )
หรือ Load Center เป็นแผง Circuit breaker
ที่ควบคุมการจ่ายกระแสไฟฟ้าให้กับเครื่องใช้ไฟฟ้าต่างๆ
มีหลายขนาด<br />
ขึ้นอยู่กับจำนวนของ
Load</span><br />
<b>
<span style="color: #ff0080;">8. การต่อลงดิน </span><br />
</b><span style="color: blue;">
การต่อลงดิน
คือการใช้ตัวนำทางไฟฟ้า
ต่อเข้ากับวงจรไฟฟ้า หรือ
บริภัณฑ์ไฟฟ้า
ต่อเข้ากับพื้นโลกอย่างมั่นคง
ถาวร การต่อลงดินมี<br />
วัตถุประสงค์
เพื่อลดอันตรายที่อาจจะเกิดกับบุคคล
และลดความเสียหายที่อาจจะเกิดกับเครื่องใช้ไฟฟ้าและระบบไฟฟ้า
</span><br />
</span><br />
<div style="font-family: inherit;">
<span style="font-size: small;"><b><span style="color: blue;">หน้าที่หลักของสายดิน
มีอยู่ 2 ประการ คือ<br />
</span><span style="color: blue;"> 1.
</span></b></span><span style="color: blue; font-size: small;">
เมื่อเกิดแรงดันเกิน
จะจำกัดแรงดันไฟฟ้าของวงจร
ไม่ให้สูงจนอาจทำให้เครื่องใช้
ไฟฟ้า เสียหาย
และลดแรงดันไฟฟ้าที่อาจเกิดขึ้นที่เครื่องอุปกรณ์ไฟฟ้า
หรือ ส่วนประกอบ
เนื่องจากการรั่ว
หรือการเหนี่ยวนำ
เพื่อลดอันตรายจากบุคคลที่ไปสัมผัส<br />
</span><span style="font-size: small;"><span style="color: blue;">
2.
เมื่อเกิดกระแสไฟฟ้ารั่วลงดิน
จะช่วยลดความเสียหายของเครื่องอุปกรณ์ไฟฟ้า
หรือระบบไฟฟ้า
การต่อลงดินที่ถูกต้องจะช่วยให้เครื่องมือหรืออุปกรณ์ป้องกันทำงานได้ตามที่ออกแบบไว้
</span></span></div>
<span style="font-family: inherit; font-size: small;">
<b><span style="color: blue;">ชนิดของการต่อลงดิน
มีอยู่ด้วยกัน 3 แบบ คือ </span></b><br />
</span><br />
<blockquote>
<span style="font-family: inherit; font-size: small;"><span style="color: blue;">1.
การต่อลงดินของระบบไฟฟ้า ( System Grounding)<br />
2.
การต่อลงดินของเครื่องอุปกรณไฟฟ้า
( Equipment Grounding )<br />
3.
การต่อลงดินของระบบป้องกันฟ้าผ่า
( Lightning Grounding )</span></span></blockquote>
<span style="font-family: inherit; font-size: small;">
<b>
</b><b><span style="color: #ff0080;">9. ระบบป้องกันฟ้าผ่า</span></b>
<br />
</span><br />
<ol><span style="font-family: inherit; font-size: small;"><span style="color: blue;">เป็นระบบที่ต้องมีในระบบไฟฟ้า
โดยมาตรฐานการติดตั้งเป็นตัวบังคับ
ประเทศไทยใช้มาตรฐานของ IEC
เป็นหลัก
ระบบป้องกันฟ้าผ่าจะประกอบด้วย
ระบบป้องกันฟ้าผ่าภายนอกอาคาร
และระบบป้องกันฟ้าผ่าภายในอาคาร
ระบบป้องกันฟ้าผ่า
มีวัตถุประสงค์ เพื่อ
ป้องกันความเสียหายต่างๆ
ที่จะเกิดขึ้นกับระบบไฟฟ้า
และบริภัณฑ์ต่างๆ
อันเนื่องมาจากฟ้าผ่า </span><br />
<b>
</b></span></ol>
<span style="font-family: inherit; font-size: small;">
<b>
<span style="color: #ff0080;">10. อุปกรณ์ตัดตอน
หรืออุปกรณ์ปลดวงจร</span><br />
</b><b><span style="color: blue;"> </span></b><span style="color: blue;">
อุปกรณ์ตัดตอน หรือ
อุปกรณ์ปลดวงจร มีหน้าที่
ตัดตอนวงจรไฟฟ้าออกยามไม่ต้องการให้มีกระไฟฟ้าไหลในระบบ
เช่น การซ่อมแซม และเพื่อ
ป้องกันอันตรายต่อ ระบบ
อันเนื่องมาจาก
การใช้กระแสไฟฟ้าเกินพิกัด หรือ
เกิดการลัดวงจร อุปกรณ์ตัดตอน
ที่ใช้กันส่วนใหญ่ในปัจจุบัน
คือ ฟิวส์ และ เซอร์กิต เบรกเกอร์
(CB.) แต่การใช้งานและ
การออกแบบติดตั้ง
ต้องใช้ขนาดและรูปแบบที่เหมาะสมกับงาน
มิฉะนั้นอุปกรณ์ดังกล่าวจะไม่ทำงานตามที่ได้ออกแบบไว้
เช่น การเลือกขนาด CB สูงเกินไป
เมื่อเกิดปัญหาหรือกระแสไหลเกินพิกัดของสาย
จะทำให้ อุปกรณ์ จะไม่ตัดวงจร
และเกิดความเสียหายเกิดขึ้นตามมา
เช่น สายไหม้ หรือ
อันตรายต่อหม้อแปลงไฟฟ้า
เป็นต้น</span></span><br />
<br />
<span style="font-family: inherit; font-size: small;"><span style="color: blue;">ที่มา: วิศวกรรมศาสตร์ ม.สงขลานครินทร์ </span></span><br />Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-80042919414096585232011-11-29T02:33:00.001-08:002011-11-29T02:34:41.946-08:00ความถี่และแรงดันไฟฟ้าด้านแรงต่ำ ประเทศต่างๆ<div style="color: blue; font-family: inherit;">
<span style="font-size: small;"><strong>Country </strong> <strong> Frequency</strong> <strong> Voltage</strong></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">America 60Hz Single phase 115V/230V, 3-phase 230V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Australia 50Hz Single phase 240V, 3-phase 415V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Austria 50Hz Single phase 230V, 3-phase 400V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Bangladesh 50Hz Single phase 230V, 3-phase 400V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Belgium 50Hz Single phase 230V, 3-phase 400V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Bulgaria 50Hz Single phase 220V, 3-phase 380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Canada 60Hz Single phase120V/347V, 3-phase 230V,460V, 575V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">China 50Hz Single phase 220V,3-phase 220V/380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Denmark 50Hz Single phase 230V, 3-phase 400V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Finland 50Hz Single phase 230V, 3-phase 400V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">France 50Hz Single phase 230V, 3-phase 400V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Germany 50Hz Single phase 230V, 3-phase 400V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Greece 50Hz Single phase 230V, 3-phase 400V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Guam 60Hz Single phase 120V,3-phase 240V/480V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Hong Kong 50Hz Single phase 200V/220V, 3-phase 346V/380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Hungary 50Hz Single phase 220V, 3-phase 380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">India 50Hz Single phase 40V,3-phase 240V/415V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Indonesia 50Hz Single phase 220V,3-phase 380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Italy 50Hz Single phase 220V,3-phase 380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Japan 50Hz/60Hz Single phase 100V/200V,3-phase 200V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Korea 60Hz Single phase 110V/220V,3-phase 220V/380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Luxembourg 50Hz Single phase 230V, 3-phase 400V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Malaysia 50Hz Single phase 240V, 3-phase 415V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">New Zealand 50Hz Single phase 230V, 3-phase 230V/415V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Netherlands 50Hz Single phase 230V, 3-phase 400V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Norway 50Hz Single phase 220V/230V, 3-phase 380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Philippines 60Hz Single phase 220V, 3-phase 380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Poland 50Hz Single phase 220V, 3-phase 380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Potugal 50Hz Single phase 230V, 3-phase 400V/480V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Romania 50Hz Single phase 220V, 3-phase 380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Singapore 50Hz Single phase 230V, 3-phase 415V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Spain 50Hz Single phase 127V/220V, 3-phase 220V/380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Sweden 50Hz Single phase 230V/400V, 3-phase 400V/690V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Switzerland 50Hz Single phase 230V, 3-phase 400V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Taiwan 60Hz Single phase 110V/220V,3-phase 200V/220V/380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Thailand 50Hz Single phase 220V, 3-phase 380V</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">United Kingdom 50Hz Single phase 230V, 3-phase 400V</span></div>
<div style="font-family: inherit;">
<br /></div>
<div style="font-family: inherit;">
<span style="font-size: small;">ที่มา : OK NATION </span></div>
<div style="font-family: inherit;">
</div>
<span style="font-family: inherit; font-size: small;">
<span class="style1"></span></span>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-61597671833361225472011-11-29T01:47:00.001-08:002011-11-29T02:32:59.968-08:00Physical Vapor Deposition Coating (PVD Coating)การสึกหรอเกิดขึ้นจุดแรกที่บริเวณผิวงานความฝืดมีผลจากสภาพของผิวงานโดยตรงด้วยเหตุผลดังกล่าว
ผิวงานจึงมีความสำคัญมาก
ถ้าเราทำให้ผิวงานมีความแข็งแรงเพิ่มขึ้นเราจะสามารถลดการสึกหรอ
และยืดอายุการใช้งานของ cutting
tools, punch/die, partsและถ้าเราสามารถทำให้ผิวงานมีความลื่นเพิ่มขึ้น
เราจะสามารถลดการเสียดสี
และลดพลังงานที่ต้องใช้ในการขับเคลื่อนชิ้นงานนั้น
ๆ <br />
<br />
เทคโนโลยีการชุบแบบ PVD สามารถให้เนื้อฟิล์มที่บางเพียงไม่กี่ไมครอนบนผิวของ
tools ความแข็งของเนื้อฟิล์มที่เคลือบจาก
PVD จะมีสูงกว่าเหล็ก tungsten
carbide ถ้าเปรียบเทียบกับการทำฮารท์โคเมี่ยม
หรือไนไตรดิ้ง ฟิล์มที่ได้จากการชุบ
PVD จะมีความแข็งมากกว่ามาก
เพียงฟิล์มหนาไม่กี่ไมครอน
สามารถลดการสึกหรอ ได้อย่างน่ามหัศจรรย์ด้วยฟิล์มหนาไม่กี่ไมครอน<br />
<br />
เราจะหมดปัญหาเรื่องชนาดของชิ้นงานที่เปลี่ยนไป
ยกเว้นชิ้นงานที่ต้องการความเที่ยงตรงสูงยิ่งกว่านั้นความแข็งแรงเหล็กที่มี
การชุบแข็งที่อุณหภูมิสูง
เช่น SKH, SKD
ความแข็งจะไม่เปลี่ยนไปเพราะเราควบคุมอุณหภูมิช่วงชุบไว้ที่
450 °C<br />
<br />
การชุบด้วย PVD
ของเรามีชนิดของฟิล์มอยู่
4 ชนิด
ตามตารางด้านล่าง
วิศวกรของเราสามารถให้คำแนะนำท่านได้ว่าฟิล์มแบบไหนจะเหมาะสมกับชิ้นงานของ
ท่าน
<br />
<table border="0" cellpadding="0" cellspacing="0"><tbody>
<tr bgcolor="#2676bd" class="font-8-blue22">
<td align="center" height="20" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="20%"><span style="color: white;">FILM
COATING </span></td>
<td align="center" height="20" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="25%"><span style="color: white;">Tool
MATERIAL</span></td>
<td align="center" height="20" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="20%"><span style="color: white;">Suitable
tools </span></td>
<td align="center" height="20" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="15%"><span style="color: white;">Coat
temp </span></td>
<td align="center" height="20" style="border-bottom: white 1px solid; border-left: white 1px solid; border-right: white 1px solid;" width="15%"><span style="color: white;">Color</span></td>
</tr>
<tr class="font-8-blue22">
<td align="center" height="17" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="20%">TiN</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="25%">Carbide,
Hss </td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="20%">General</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="15%"><span style="mso-spacerun: yes;"> </span>450°C</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid; border-right: white 1px solid;" width="15%">Gold<span class="font-9-green"></span>
</td>
</tr>
<tr class="font-8-blue22">
<td align="center" height="17" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="20%">TiCN</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="25%">Carbide,
Hss </td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="20%">Punch/Die</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="15%"><span style="mso-spacerun: yes;"> </span>450°C</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid; border-right: white 1px solid;" width="15%">Brown<span class="font-9-green"></span></td>
</tr>
<tr class="font-8-blue22">
<td align="center" height="17" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="20%">TiAIN</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="25%">Carbide,
Hss </td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="20%">General,HOB</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="15%"><span style="mso-spacerun: yes;"> </span>450°C</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid; border-right: white 1px solid;" width="15%">Black<span class="font-9-green"></span></td>
</tr>
<tr class="font-8-blue22">
<td align="center" height="17" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="20%">CrN</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="25%">Carbide,
Hss </td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="20%">Die</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="15%"><span style="mso-spacerun: yes;"> </span>450°C</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid; border-right: white 1px solid;" width="15%">Silver<span class="font-9-green"></span></td>
</tr>
<tr class="font-8-blue22">
<td align="center" height="17" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="20%">DLC</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="25%">Carbide,
Hss </td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="20%">Tool
for Aluminum</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid;" width="15%">200-300°C</td>
<td align="center" style="border-bottom: white 1px solid; border-left: white 1px solid; border-right: white 1px solid;" width="15%">Black</td></tr>
</tbody></table>
<br />
<span class="font-8-blue"><strong>(GOLD)
TiN fine coating </strong></span><br />
<br />
<span class="font-8-blue-b1">ฟิล์ม
"โกลด์" จะเป็นการชุบ
TiN (ไทเทเนียมไนไตร) <br />
เนื้อฟิล์มสามารถทนอุณหภูมิได้ถึง
600 °C ป้องกันการสึกหรอได้ดี
ป้องกันการกัดกร่อนได้ดี <br />
<br />
สามารถใช้ได้กับงานหลายประเภทไม่เพียงแค่
cutting tool แต่ยังสามารถใช้ได้กับ
punch/die, wire-cutter, แม่พิมพ์ฉีดพลาสติก
และอีกมากมาย</span><br />
<span class="font-8-blue"><strong>(CN)
TiCN fine coating</strong><br />
</span><em><span class="font-8-blue">
</span></em>
<span class="font-8-blue-b1"><br />
ฟิล์ม "CN"
จะเป็นการชุบ
TiCN (ไทเทเนียม-คาร์บอน-ไนไตร)
ข้อดีของฟิล์มมีความแข็งแรงสูง
และมีความลื่นเนื่องจากมีคาร์บอนผสมอยู่
สามารถทนความร้อนได้ถึง
600 °C โดยประมาณ.
ป้องกันการสึกหรอและป้องกันการเกาะติด
<br />
<br />
เหมาะสำหรับ
cutting tools,
punch, die,
pin เป็นต้น </span><br />
<span class="font-8-blue"><strong>(ENDULO)
TiAIN fine coating</strong></span><br />
<span class="font-8-blueb"><br />
</span><span class="font-8-blue-b1">ฟิล์ม
"ENDULO"
จะเป็นการชุบ
TiAIN (ไทเทเนียม-อลูมิเนียม-ไนไตร)
สามารถทนความร้อนได้สูงป้องกันการกัดกร่อน
เพราะมีส่วนผสมของอลูมิเนียม
เหมาะสำหรับการตัดแบบแห้งและใช้ความเร็วในการตัดสูง
<br />
<br />
การชุบด้วยฟิล์มชนิดนี้ของเราจะมีหลายแบบให้เลือกเพื่อให้เหมาะสมกับงานตัด
แต่ละชนิดด้วยการชุบแบบหลายแบบนี้จะ<br />
ทำให้งานตัดของท่านได้ผลลัพธ์ที่ดีที่สุด</span><br />
<span class="font-8-blue"><strong>(DULA)
CrN fine coating</strong><br />
</span><em><span class="font-8-blue">
<br />
</span></em><span class="font-8-blue-b1">ฟิล์ม
"DULA"
จะเป็นการชุบ
CrN (โครเมียมไนไตร)
สามารถทนอุณหภูมิได้สูงถึง
800 °C และมีคุณสมบัติทนต่อการสึกหรอ
การชุบดวยวิธีฮาร์ทโครม
จะมีความแข็งของผิวอยู่ที่
1,000 vickers
<br />
<br />
แต่สำหรับการชุบแบบ
PVD
จะได้ความแข็งประมาณ
1,600
vickers
ซึ่งสูงกว่าฮาร์มโครมมาก
นั่นหมายความว่าสามารถทนการสึกหรอได้ดีกว่าฮาร์มโครม
ยิ่งกว่านั้นเนื้อฟิล์มชนิดนี้ยังมีผิวที่ลื่นป้องกันการเกาะติดที่ดีเหมาะ
ที่จะใช้กับงานที่ไม่ใช่เหล็ก </span><br />
<span class="font-8-blue-b1"> </span><span class="font-8-blue-b1"> </span><span class="font-8-blue-b1"> </span><span class="font-8-blue-b1"></span>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-10080242833047468042011-11-29T00:05:00.001-08:002011-11-29T00:11:30.913-08:00งานตัดโลหะแผ่น<div style="font-family: inherit;">
<span style="font-size: small;">สำหรับเทคโนโลยีการตัดโลหะแผ่นที่นิยมใช้กันในปัจจุบัน มีอยู่ 4 ประเภท คือ </span></div>
<ol style="font-family: inherit; margin-top: 0cm;" type="1">
<li class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: small;">พลาสมา(Plasma)</span>
</li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: small;">เลเซอร์(Laser)</span>
</li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: small;">แรงดันน้ำ(Waterjet)</span>
</li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: small;">เครื่องเจาะระบบหัวตอก(Turret Punching)</span></li>
</ol>
<div class="MsoNormal" style="font-family: inherit; margin: 0cm 0cm 0pt; text-indent: 36pt;">
<span style="font-size: small;"></span><br />
<a name='more'></a><span style="font-size: small;">อัน
ที่จริง ยังมีการตัดด้วยแก๊ส ซึ่งนิยมใช้ในงานตัดเหล็ก แต่เนื่องจาก
บทความนี้จะเน้นเนื้อหาไปที่ โลหะกลุ่มสเตนเลสเป็นหลัก
จึงขอไม่กล่าวถึงในที่นี้ ในส่วนของเครื่องเจาะนั้น
โดยธรรมชาติของกระบวนการแล้ว ไม่ได้เป็นการตัดเหมือนวิธีอื่นๆ
แต่ผมขอรวมไว้ในบทความนี้ด้วย เนื่องจาก มีงานหลายประเภท
ที่สามารถใช้วิธีนี้ในการผลิตชิ้นงานแทนการตัดได้
และอาจจะเสียค่าใช้จ่ายน้อยกว่าด้วย สำหรับฉบับนี้
เรามาทำความรู้จักกับวิธีการตัดแบบต่างๆกันก่อน</span></div>
<div class="MsoNormal" style="font-family: inherit; margin: 0cm 0cm 0pt;">
<span style="font-size: small;"><b>1.พลาสม่า (Plasma)</b></span><span style="font-size: small;"> <span lang="TH">พลาสม่าเป็นสถานะที่ 4 ของสสาร (หลังจากของแข็ง</span>, <span lang="TH">ของเหลว</span>, <span lang="TH">แก๊ส)
เกิดจากการกระตุ้นอิเล็กตรอนให้หลุดจากอะตอมของสสาร
ทำให้เกิดพลังงานสูงมาก จนกลายเป็นพลังงานความร้อนที่นำมาใช้ในการตัดโลหะ
ข้อดีของพลาสม่าคือ สามารถตัดงานได้หนามาก โดยสามารถตัดสเตนเลสได้หนาถึง </span>3” <span lang="TH">(ขึ้น
อยู่กับกระแสไฟที่ใช้) และสามารถตัดได้ด้วยความเร็วสูงกว่าวิธีอื่นๆ
แต่มีจุดด้อยคือ ร่องตัดมีขนาดค่อนข้างใหญ่ และเอียง(เตเปอร์)
ด้วยข้อด้อยเหล่านี้
ทำให้การตัดด้วยพลาสม่าไม่เหมาะกับงานที่ต้องการความละเอียดสูง
โดยทั่วไปแล้ว จะเหมาะกับงานหนา ที่มีรูปร่างไม่ซับซ้อน
ยอมรับความคลาดเคลื่อนและความเอียงของสันชิ้นงานได้ประมาณ 1-3</span>mm <span lang="TH">(ขึ้น
อยู่กับความหนาชิ้นงาน และ ความสามารถของเครื่อง) หรือ
หากเป็นงานหนาที่ต้องการความละเอียดมากขึ้น ก็อาจจะตัดด้วยพลาสม่า
แล้วนำไปกลึง หรือ เจียร์แต่งเพิ่ม เพื่อให้ได้ขนาด และ
ผิวชิ้นงานตามที่ต้องการ</span></span></div>
<div class="MsoNormal" style="font-family: inherit; margin: 0cm 0cm 0pt;">
<span style="font-size: small;"><span lang="TH"></span></span></div>
<div class="MsoNormal" style="font-family: inherit; margin: 0cm 0cm 0pt;">
<span style="font-size: small;"><b>2.</b><i> </i><b>เลเซอร์ </b><b>(Laser)</b> เลเซอร์
เป็นการตัดโดยใช้พลังงานความร้อนเหมือนกับการตัดด้วยพลาสม่า
แต่กระบวนการผลิตพลังงานที่นำมาใช้ตัดต่างกัน ทำให้เปลวที่ใช้ในการตัด
เล็กและแคบกว่าพลาสม่ามาก ส่งผลให้ร่องตัดมีขนาดเล็ก, <span lang="TH">สันแนวตัดตรง ข้อเสียคือ มีข้อจำกัดเรื่องความหนา โดยเครื่องที่อาจกล่าวได้ว่ามีกำลังวัตต์สูง</span>(4000-5000W) <span lang="TH">จะตัดสเตนเลสได้ประมาณ 15</span>-19 mm <span lang="TH">และ
มีค่าใช้จ่ายค่อนข้างสูงเมื่อเทียบกับวิธีอื่นๆ
ตั้งแต่ราคาเครื่องตัดเลเซอร์รวมไปถึง แก๊ส หัวนอซเซิล
และวัสดุสิ้นเปลืองต่างๆ
การตัดเลเซอร์จึงเหมาะกับงานบางที่ต้องการความละเอียดสูง โดยมีความคลาดเคลื่อนเพียง </span>+/-0.15mm</span></div>
<div class="MsoNormal" style="font-family: inherit; margin: 0cm 0cm 0pt;">
<span style="font-size: small;"><span lang="TH"></span></span></div>
<div class="MsoNormal" style="font-family: inherit; margin: 0cm 0cm 0pt;">
<span style="font-size: small;"><b>3. แรงดันน้ำ (waterjet)</b> การ
ตัดด้วยแรงดันน้ำ กำเนิดขึ้นมาประมาณ 30-40 ปี มาแล้ว
ในอดีตไม่เป็นที่นิยมมากนัก
เนื่องจากมีข้อจำกัดเรื่องความคลาดเคลื่อนและเสถียรภาพของระบบ แต่ในช่วง 10
ปีที่ผ่านมา เทคโนโลยี waterjet <span lang="TH">พัฒนาไปมาก จนปัจจุบันเป็นทางเลือกหนึ่งที่น่าสนใจสำหรับงานตัดโลหะ ระบบ </span>waterjet <span lang="TH">สามารถแบ่งเป็น 2 ระบบใหญ่ๆคือ ระบบที่ใช้แรงดันน้ำเพียงอย่างเดียว (</span>Pure water jet) <span lang="TH">และ ระบบที่ใช้สารกัดกร่อน (</span>abrasive)<span lang="TH">ช่วยในการตัด (</span>Abrasive jet) <span lang="TH">ทั้งสองระบบมีหลักการเดียวกันคือ ใช้แรงดันน้ำที่สูงมากเป็นส่วนสำคัญในกระบวนการตัด แต่ ในระบบ </span>Pure water jet <span lang="TH">จะใช้น้ำเป็นตัวตัดชิ้นงาน ในขณะที่ ในระบบ </span>Abrasive jet <span lang="TH">แรงดันน้ำจะเป็นตัวขับสารกัดกร่อนที่เติมเข้าไปในระบบ แล้วใช้สารกัดกร่อนที่พ่นออกมาจากหัวฉีดเป็นตัวตัดชิ้นงาน ระบบ </span>Abrasive jet <span lang="TH">จะใช้กับชิ้นงานที่มีความแข็ง เมื่อพูดถึงการตัดด้วยระบบ </span>waterjet <span lang="TH">สำหรับงานโลหะก็จะหมายถึงระบบ </span>Abrasive jet <span lang="TH">นั่นเอง โดยธรรมชาติของระบบ </span>waterjet <span lang="TH">แล้ว
จะแตกต่างจากการตัดพลาสม่า หรือ เลเซอร์ พอสมควร
โดยเฉพาะในแง่ที่กระบวนการทั้งหมดไม่มีความร้อนเข้ามาเกี่ยวข้อง
ด้วยคุณสมบัตินี้เอง ทำให้มันมีข้อดีที่โดดเด่นคือ
สามารถตัดวัสดุได้หลายประเภท ตั้งแต่ เหล็ก สเตนเลส อลูมิเนียม ทองเหลือง
ทองแดง พลาสติก ไม้ ยาง หิน เซรามิค แก้ว โดย
ไม่ทำให้วัสดุหลอมเหลว หรือสูญเสียคุณสมบัติทางกายภาพไป
อีกทั้งยังตัดงานได้หนา และ มีความเอียงของร่องตัดน้อย
และค่าใช้จ่ายโดยรวมจะน้อยกว่าการตัดเลเซอร์ ข้อด้อยของ </span>waterjet <span lang="TH">คือ
ตัดงานได้ค่อนข้างช้า และร่องตัดยังมีขนาดใหญ่กว่าการตัดด้วยเลเซอร์
ในเรื่องของความหนา และ ความละเอียด อาจกล่าวได้ว่า การตัดด้วย </span>waterjet <span lang="TH">เป็น
ทางเลือกที่อยู่ระหว่างการตัดเลเซอร์และพลาสม่า
คือเหมาะกับงานที่ต้องการความละเอียดปานกลางที่พลาสม่าไม่สามารถทำได้
หรืองานที่หนาเกินขีดจำกัดของเลเซอร์</span></span></div>
<span style="font-family: inherit; font-size: small;"><span lang="TH"></span></span><br />
<div class="MsoNormal" style="margin: 0cm 0cm 0pt;">
<span style="font-family: inherit; font-size: small;"><span lang="TH"><b>4. เครื่องเจาะระบบหัวตอก (Punching)</b> Punching <span lang="TH">เป็น
วิธีการที่ต่างจากการตัดทั้งสามวิธีที่กล่าวมาข้างต้น
โดยการตัดทั้งสามวิธีที่กล่าวมานั้นเป็นการผลิตชิ้นงาน
ด้วยการเดินอย่างต่อเนื่องของหัวตัด ทำให้เกิดเป็นแนวตัดตามแบบ แต่ </span>punching <span lang="TH">เป็นการใช้หัวตอกเจาะลงไปบนแผ่นโลหะ ให้เกิดเป็นรูหรือแนวตัดตามลักษณะรูปร่างของหัวตอก ด้วยวิธีนี้ทำให้เครื่อง </span>punching <span lang="TH">ต้องมีหัวตอกหลายประเภท หลายขนาด เพื่อรองรับแบบงานตัดได้หลากหลาย ข้อดีของ </span>punching <span lang="TH">คือ
สามารถปั๊มเจาะได้ด้วยความเร็วสูง แม่นยำ กับแบบงานที่มีหัวแม่พิมพ์รองรับ
ข้อเสียคือ เนื่องจากเป็นการใช้หัวตอกเจาะทะลุแผ่นโลหะด้วยแรงกด
ทำให้ไม่สามารถใช้กับงานหนาได้ สำหรับสเตนเลสจะจำกัดอยู่ที่ประมาณ </span>3-4 mm <span lang="TH">ข้อเสียอีกประการหนึ่งคือ แนวตัดที่เป็นเส้นโค้งจะต้องใช้หัวแม่พิมพ์ตอกต่อๆกันทำให้ได้แนวตัดที่ไม่สวยเหมือนการตัดด้วยวิธีอื่น นอกจากนี้ การผลิตชิ้นงานด้วยวิธี </span>punching <span lang="TH">ยังมีเรื่องของการเสียเวลาในการจัดเตรียมหัวแม่พิมพ์ด้วย วิธีนี้จึงเหมาะกับงานบาง</span>, <span lang="TH">แบบที่มีรูเยอะ</span>, <span lang="TH">ผลิตเป็นจำนวนมากในลักษณะ </span>mass production</span></span></div>
<span style="font-family: inherit; font-size: small;"><span lang="TH">
<div class="MsoNormal" style="margin: 0cm 0cm 0pt;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0pt;">
ที่มา : psstainless thailand </div>
</span></span><span style="font-family: inherit; font-size: small;"><span lang="TH"> </span></span><br />
<div style="font-family: inherit;">
</div>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-34426343155252306472011-11-28T23:09:00.001-08:002011-11-29T00:19:18.661-08:00การขึ้นรูปโลหะ (Metal Working)<span style="font-size: small;">มี 2 แบบคือ</span><br />
<ul>
<li><span style="font-size: small;">การขึ้นรูปแบบร้อน</span></li>
<li><span style="font-size: small;">การขึ้นรูปแบบเย็น</span></li>
</ul>
<span style="font-size: small;"></span><br />
<a name='more'></a><span style="font-size: small;">1. <b>การขึ้นรูปแบบร้อน (Hot Working)</b></span><br />
<span style="font-size: small;">หมายถึง
ขบวนการที่ทำให้โลหะหรือวัสดุได้รับแรงในทางกล (Mechanical Working)
ที่อุณหภูมิสูงกว่าอุณหภูมิในการเกิดผลึกใหม่ (Recrystallization)
แต่จะต่ำหรือน้อยกว่าอุณหภูมิในการทำให้เกิดการหลอม (Melting Point)
ของโลหะหรือวัสดุนั้น ๆ ดังตัวอย่างเช่น การตีเหล็ก (Forging)
การรีดแบบร้อน (Hot Rolling) เป็นต้น</span><br />
<span style="font-size: small;"><b>ขบวนการขึ้นรูปแบบร้อน ประกอบไปด้วย</b></span><br />
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<span style="font-size: small;">1. การตีขึ้นรูป (Forging)</span><br />
<span style="font-size: small;">2. การรีดร้อน (Hot Rolling)</span><br />
<span style="font-size: small;">3. การดึงและกดขึ้นรูป (Drawing & Cupping)</span><br />
<span style="font-size: small;">4. การเชื่อมต่อท่อ (Pipe Welding)</span><br />
<span style="font-size: small;">5. การแทงขึ้นรูป (Piercing)</span><br />
<span style="font-size: small;">6. การเคลื่อนไหลขึ้นรูป (Extruding)</span><br />
<span style="font-size: small;">7. การหมุนขึ้นรูป (Spinning)</span></div>
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<span style="font-size: small;"><b>ข้อดีของขบวนการขึ้นรูปแบบร้อน</b></span><br />
<ol>
<li><span style="font-size: small;">สารมลทิน (Impurity) จะแตกตัวกระจัดกระจาย</span><span style="font-size: small;"> </span></li>
<li><span style="font-size: small;">กำจัดรูพรุน (Porosity) ได้ดียิ่งขึ้น</span><span style="font-size: small;"> </span></li>
<li><span style="font-size: small;"> ปรับปรุงคุณสมบัติทางกล อาทิเช่น Strength Formability Rigidity Toughness และ Durabilit</span><span style="font-size: small;">y</span></li>
<li><span style="font-size: small;">เกรนที่ยาว (Elongated Grain), เกรนที่หยาบ (Course Grain) จะมีความละเอียดของเกรนมากขึ้น</span></li>
</ol>
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<span style="font-size: small;"><b>ข้อเสียของขบวนการขึ้นรูปแบบร้อน</b></span><span style="font-size: small;"> </span><br />
<ol>
<li><span style="font-size: small;">เกิดออกไซด์ที่บริเวณผิวชิ้นงาน</span><span style="font-size: small;"> </span></li>
<li><span style="font-size: small;">เกิดสะเก็ดกับผิวชิ้นงานจนทำให้ได้ผิวออกมาไม่สวย</span><span style="font-size: small;"> </span></li>
<li><span style="font-size: small;">ไม่สามารถควบคุมขนาดของชิ้นงานได้ สาเหตุอันเนื่องมาจากการขยายตัวและการหดตัวของโลหะเมื่อได้รับความร้อน</span></li>
</ol>
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<span style="font-size: small;"><b>2. การขึ้นรูปแบบเย็น (Cold Working)</b></span><br />
<span style="font-size: small;">หมายถึง ขบวนการรีดขึ้นรูปเพื่อให้วัสดุหรือโลหะเกิดการเปลี่ยน แปลง รูปร่างชนิดถาวรในที่อุณหภูมิต่ำ โดยไม่ทำให้เกิดผลึกใหม่ขึ้น</span><br />
<span style="font-size: small;"><b>ขบวนการขึ้นรูปแบบเย็น จะประกอบไปด้วย</b></span>
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<span style="font-size: small;">1. การดัดงอ (Bending)</span><br />
<span style="font-size: small;">2. การรีดเย็น (Cold Rolling)</span><br />
<span style="font-size: small;">3. การอัดรีด (Extruding)</span><br />
<span style="font-size: small;">4. การบิดงอ (Squeezing)</span><br />
<span style="font-size: small;">5. การรีดขึ้นรูป (Shear Spinning)</span><br />
<span style="font-size: small;">6. การตัดยึด (Stretching)</span><br />
<span style="font-size: small;">7. การงอตรง (Straight Bending)</span><br />
<span style="font-size: small;">8. การตีขึ้นรูป (Shot Peening)</span><br />
<span style="font-size: small;">9. การขึ้นรูปพิมพ์ลึก (Deep Drawing)</span><br />
<span style="font-size: small;">10. การกระแทกขึ้นรูป (Forging)</span><br />
<span style="font-size: small;">11. การแทงขึ้นรูป (Hobbing)<b> </b></span></div>
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<span style="font-size: small;"><b>ข้อดีของขบวนการขึ้นรูปแบบเย็น</b></span><span style="font-size: small;"> </span><span style="font-size: small;"> </span><br />
<ol>
<li><span style="font-size: small;">ใช้อุณหภูมิน้อยในการขึ้นรูป (ประมาณ 20 - 25?C)</span><span style="font-size: small;"> </span></li>
<li><span style="font-size: small;">มีความสวยที่ผิว เรียบ สะอาด และเงางามของชิ้นงาน</span><span style="font-size: small;"> </span></li>
<li><span style="font-size: small;">ชิ้นงานที่ได้มีขนาดที่เที่ยงตรง และแน่นอนดีมาก</span><span style="font-size: small;"> </span></li>
<li><span style="font-size: small;">ได้ความแข็งแรง และแข็งมากขึ้นกว่าเดิม</span></li>
</ol>
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<span style="font-size: small;"><b>ข้อเสียของขบวนการขึ้นรูปแบบเย็น</b></span><span style="font-size: small;"> </span><br />
<ol>
<li><span style="font-size: small;">เกิดความเค้น (Stress)</span><span style="font-size: small;"> </span></li>
<li><span style="font-size: small;">เกิดความเครียด (Strain)</span><span style="font-size: small;"> </span></li>
<li><span style="font-size: small;">เกรนของโลหะเกิดการแตกหักได้ง่าย</span><span style="font-size: small;"> </span></li>
<li><span style="font-size: small;">ต้องลงทุนมากในการติดตั้งเครื่องจักรขนาดใหญ่</span></li>
</ol>
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<span style="font-size: small;"><b> ที่มา :Max Steel</b></span><span style="font-size: small;"> </span>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-17584527331501465842011-11-28T21:25:00.001-08:002011-11-29T00:21:04.124-08:00การเคลือบผิวโลหะ<div class="MsoNormal" style="font-family: inherit; margin: 0cm 0cm 0pt;">
<span style="color: black; font-size: small;"> <b><span style="letter-spacing: 0.3pt;">เคลือบผิวด้วยโลหะ</span> </b><span style="letter-spacing: 0.3pt;">อาจกระทำได้หลายวิธีต่างๆ กัน คือ</span></span><br />
<ul>
<li><span style="color: black; font-size: small;"><span style="letter-spacing: 0.3pt;">Hot-Dipping</span></span></li>
<li><span style="color: black; font-size: small;"><span style="letter-spacing: 0.3pt;">Electro-plating</span></span></li>
<li><span style="color: black; font-size: small;"><span style="letter-spacing: 0.3pt;">Cladding</span></span></li>
<li><span style="color: black; font-size: small;"><span style="letter-spacing: 0.3pt;">Spraying</span></span></li>
<li><span style="color: black; font-size: small;"><span style="letter-spacing: 0.3pt;">Cementation processes</span></span></li>
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<span style="color: black; font-size: small;"><span lang="TH" style="letter-spacing: 0.3pt;"> </span><b><span style="letter-spacing: 0.5pt;">- Hot-Dipping</span></b><span style="letter-spacing: 0.5pt;"> <span lang="TH">วิธี
นี้มักใช้ในการทำแผ่นเหล็กเคลือบดีบุกและแผ่นเหล็กเคลือบสังกะสีเป็นส่วน
ใหญ่
แผ่นเหล็กเคลือบดีบุกส่วนใหญ่ที่ผลิตมักใช้ทำภาชนะบรรจุอาหารเนื่องจากไม่
เป็นพิษ ต้าน</span></span><span lang="TH" style="letter-spacing: 0.4pt;">ทาน
การผุกร่อนได้ดีและยังบัดกรีได้ง่ายอีกด้วย
การเคลือบผิวอาจทำได้โดยการนำแผ่นเหล็กที่มีความหนาประมาณ 0.25 มม.
มาทำความสะอาดผิว โดยกำจัดเหล็กออกไซด์ที่ติดอยู่ออกให้หมด
โดยแช่ลงในสารละลายกรด </span><span style="letter-spacing: 0.4pt;">H<sub>2</sub>SO<sub>4</sub> <span lang="TH">หรือ </span>HC1 <span lang="TH">เจือจาง วิธีการดังกล่าวนี้เรียกว่า </span>pickling<span lang="TH"> การเตรียม</span></span><span lang="TH" style="letter-spacing: 0.3pt;">ผิวที่ไม่เหมาะสมจะทำให้โลหะที่เคลือบร่อนหลุดออกได้หรืออาจเกิดรอยปูดนูนขึ้นใต้โลหะที่เคลือบ ดังนั้นจึง</span><span lang="TH" style="letter-spacing: 0.4pt;">ต้องระมัดระวังและควบคุมให้ถูกต้อง หลังจากนี้จึงนำไปเคลือบผิวด้วยดีบุกโดยผ่านลงในถังดีบุกหลอมเหลว</span><span lang="TH" style="letter-spacing: 0.3pt;">ซึ่ง
ตอนบนมีฟลักซ์ปกคลุมอยู่ ดีบุกจะติดผิวเหล็ก
โดยช่วงรอยต่อระหว่างเหล็กกับดีบุกจะเกิดเป็นโลหะผสม
ระหว่างเหล็กกับดีบุกขึ้นแผ่นเหล็กเคลือบดีบุกในปัจจุบันนี้ มักผลิตโดยวิธี
</span><span style="letter-spacing: 0.3pt;">Electro–plating <span lang="TH">เนื่องจากสามารถควบคุมคุณภาพของผลิตภัณฑ์ได้ดีกว่า สำหรับการเคลือบผิวเหล็กด้วยสังกะสีก็เช่นเดียวกับการ</span></span><span lang="TH" style="letter-spacing: 0.4pt;">เคลือบเหล็กด้วยดีบุก คือในขั้นแรกจะต้องนำเหล็กมาทำความสะอาดผิว โดยการ </span><span style="letter-spacing: 0.4pt;">pickling<span lang="TH">
ก่อน ต่อจากนั้นจึงนำมาล้างเกลือและออกไซด์ต่างๆ
ที่ติดอยู่ออกเพื่อป้องกันผิวเหล็กไม่ให้ถูกออกซิไดซ์ได้อีกจึงนำมาจุ่มลงใน
ฟลักซ์ซึ่งเป็นสารละลายที่ประกอบด้วยเกลือสังกะสีคลอไรด์และเกลือแอมโมเนีย
มคลอไรด์ หลังจากนั้นจึงนำไปอบด้วยอุณหภูมิต่ำ
ฟลักซ์จะแห้งติดผิวเหล็กและทำหน้าที่ป้องกันผิวเหล็กไม่ให้ถูกออกซิไดซ์ได้
เมื่อนำแผ่นเหล็กนี้ไปเคลือบสังกะสีโดยจุ่มลงในถังที่บรรจุสังกะสีหลอมเหลว
ฟลักช์จะแยกตัวออกจากผิวเหล็ก
ความหนาของสังกะสีที่เคลือบจะขึ้นอยู่กับอุณหภูมิในถังสังกะสีหลอมเหลว
และขึ้นกับอัตราเร็วที่แผ่นเหล็กเคลื่อนตัวผ่านสังกะสีที่หลอมเหลวโดยทั่วๆ
ไป ควรมีค่าประมาณ 0.3</span>–<span lang="TH">0.6 กก/ม<sup>2</sup> สำหรับแผ่นเหล็กเคลือบสังกะสีที่มีสังกะสีเคลือบบางและต้องการให้หักบิดงอได้พอสมควร มักจะผสมอลูมิเนียมประมาณ 0.2</span>%<span lang="TH"> ลงในสังกะสีหลอมเหลว วิธีการเคลือบผิวดังกล่าวนี้ยังอาจใช้ในการทำ</span></span><span lang="TH" style="letter-spacing: 0.3pt;">แผ่นเหล็กเคลือบอลูมิเนียมได้อีกด้วย โดยหลังจากที่ทำความ</span><span lang="TH" style="letter-spacing: 0.4pt;">สะอาด
ผิวเหล็กดีแล้วก็จะนำมาจุ่มลงในสารละลายที่มีเกลือของทองแดงละลายอยู่
ทองแดงจะจับติดผิวเหล็กเป็นแผ่นบางๆ
หลังจากนำมาล้างด้วยสารละลายของแอลกอฮอล์หรือ</span><span style="letter-spacing: 0.4pt;"> glycerine <span lang="TH">แล้วจึงจุ่มลงในอลูมิเนียมเหลว หลังจากนั้นนำมารีด (</span>rolling<span lang="TH">) ผิวจะสวยงามขึ้น ผลิตภัณฑ์ชนิดนี้อาจใช้ทำภาชนะบรรจุอาหารแทนแผ่นเหล็กเคลือบดีบุกได้ </span></span></span></div>
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<span style="color: black; font-size: small;"><span style="letter-spacing: 0.4pt;"> </span><b><span style="letter-spacing: 0.8pt;">- Electro–plating</span></b><span style="letter-spacing: 0.8pt;"> <span lang="TH">เป็นวิธีการเคลือบผิวโลหะที่นิยมกันแพร่หลาย การเคลือบผิวด้วยวิธีนี้มีข้อได้เปรียบกว่าการเคลือบด้วยวิธี </span>Hot–Dipping <span lang="TH">หลายประการ คือ สามารถควบคุม</span></span><span lang="TH" style="letter-spacing: 0.4pt;">ความหนาบางของโลหะที่เคลือบได้ดีกว่า และผิวที่เคลือบก็สม่ำเสมอดีทั้งยังสามารถบิด</span><span style="letter-spacing: 0.4pt;">-<span lang="TH">งอได้ดีพอสมควรโดย</span></span><span lang="TH" style="letter-spacing: 0.9pt;">ไม่แตกร้าวอีกด้วย โลหะที่นำมาเคลือบก็อาจเป็น ทองแดง, นิกเกิล, โครเมียม, แคดเมียม, ทอง, </span><span lang="TH" style="letter-spacing: 0.5pt;">เงิน, ดีบุก, สังกะสีและอื่นๆ ก่อนเคลือบผิวด้วยวิธี </span><span style="letter-spacing: 0.5pt;">Electro–plating <span lang="TH">นี้ จะต้องมีการเตรียมผิวโลหะเช่นเดียวกับวิธี </span>Hot–Dipping <span lang="TH">การ
เตรียมผิวที่ไม่ถูกต้องจะทำให้โลหะที่เคลือบร่อนลอกออกได้หรืออาจเกิดปูด
เป็นรอยนูนขึ้นภายหลังเช่นกัน การเคลือบผิวโดยวิธีไฟฟ้าเคมีนี้
ชิ้นงานที่จะนำโลหะอื่นมาเคลือบจะเป็น</span> cathode <span lang="TH">ส่วนตัวโลหะที่จะเคลือบจะเป็น</span> anode <span lang="TH">ซึ่งจะละลายลงไปใน </span>electrolyte <span lang="TH">ซึ่งมีเกลือของโลหะนั้นๆ ละลายอยู่ในขณะที่โลหะบางส่วนจะเคลือบผิว</span> cathode <span lang="TH">ดังนั้น ความเข้มข้นของโลหะใน </span>electrolyte<span lang="TH"> จึงคงที่อยู่เสมอ ในกรณีที่ </span>anode<span lang="TH"> เป็นตัวนำชนิด </span>non– </span><span style="letter-spacing: 0.8pt;">reactive <span lang="TH">เช่น</span> stainless steel<span lang="TH"> ตะกั่ว หรือ แท่งคาร์บอน โลหะที่ไปเคลือบผิวอาจอยู่ในลักษณะ เกลือที่ละลายอยู่ใน </span>electrolyte<span lang="TH"> ก็ได้</span></span></span></div>
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<span style="font-size: small;"><span style="color: black;"> <span lang="TH">การ
ควบคุมการเคลือบผิวโลหะแบบนี้ให้ได้ผลดี
คือโลหะที่เคลือบติดแน่นและสม่ำเสมอจะต้อง
ควบคุมโดยเข้มงวดทั้งความต่างศักย์ไฟฟ้าความเข้มของกระแสไฟฟ้า ณ ผิว </span>cathode<span lang="TH"> โดยมีหน่วยวัด<span style="letter-spacing: 0.9pt;">เป็นแอมแปร์ต่อตารางเมตร สัดส่วนของพื้นที่ </span></span><span style="letter-spacing: 0.9pt;">anode <span lang="TH">ต่อพื้นที่ </span>cathode<span lang="TH"> เวลาที่ใช้ในการเคลือบ</span></span><span lang="TH" style="letter-spacing: 0.4pt;">ผิว รวมทั้งองค์ประกอบและอุณหภูมิของ </span><span style="letter-spacing: 0.4pt;">electrolyte<span lang="TH"> ความหนาของโลหะที่เคลือบโดยทั่วๆ ไป จะ</span></span><span lang="TH" style="letter-spacing: 0.6pt;">มีความหนาดังนี้คือ</span></span></span></div>
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<span style="color: black; font-size: small;"> <span style="letter-spacing: 0.3pt;">เคลือบนิกเกิล จะหนาประมาณ </span><span style="letter-spacing: 0.3pt;">0.00750 <span lang="TH">มม. </span>–<span lang="TH"> 0.050</span>00<span lang="TH"> มม.</span></span></span></div>
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<span style="color: black; font-size: small;"><span lang="TH" style="letter-spacing: 0.3pt;"> เคลือบโครเมียม จะหนาประมาณ 0</span><span style="letter-spacing: 0.3pt;">.00025 <span lang="TH">มม. </span>–<span lang="TH"> 0.00125 มม.</span></span></span></div>
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<span style="color: black; font-size: small;"><span lang="TH" style="letter-spacing: 0.3pt;"> เคลือบทองแดง จะหนาประมาณ 0.0075</span><span style="letter-spacing: 0.3pt;">0 <span lang="TH">มม. </span>–<span lang="TH"> 0.025</span>00<span lang="TH"> มม.</span></span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.3pt;"><span style="color: black;"> <span lang="TH">เคลือบแคดเมียม จะหนาประมาณ 0.005</span>00 <span lang="TH">มม. </span>–<span lang="TH"> 0.0125</span>0<span lang="TH"> มม.</span></span></span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.3pt;"><span style="color: black;"> <span lang="TH">เคลือบเงิน จะหนาประมาณ 0.0075</span>0 <span lang="TH">มม. </span>–<span lang="TH"> 0.030</span>00<span lang="TH"> มม.</span></span></span></span></div>
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<span style="color: black; font-size: small;"> <b><span style="letter-spacing: 0.8pt;">- Cladding</span></b><span style="letter-spacing: 0.8pt;"> <span lang="TH">การทำ</span> cladding <span lang="TH">คือการเอาโลหะชนิดหนึ่งมาทาบประกบทั้งด้านบนและด้านล่างของโลหะอีกชิ้นหนึ่ง แล้วจึงรีดแบบร้อน (</span>Hot–rolling<span lang="TH">) จนได้ความหนาตามต้องการความหนาของโลหะทางด้านผิวจะหนาประมาณ 5</span>–<span lang="TH">20</span>% <span lang="TH">ของความหนาทั้งหมด โลหะที่ทำ</span> cladding </span><span lang="TH" style="letter-spacing: 0.5pt;">ส่วนใหญ่จะใช้ในโรงงานอุตสาหกรรมเคมี เนื่องจากมีการผุกกร่อนของโลหะอย่างรุนแรง ตัวอย่างโลหะ ที่</span><span lang="TH" style="letter-spacing: 0.9pt;">นำมาทำ </span><span style="letter-spacing: 0.9pt;">cladding<span lang="TH"> ได้แก่ </span>duralumin <span lang="TH">ซึ่งเป็นอลูมีเนียมผสมอย่างหนึ่งนำมาประกบผิวด้วยอลูมิเนียมบริสุทธิ์และเหล็กที่ประกบผิวด้วยนิกเกิลเป็นต้น</span></span></span></div>
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<span style="font-size: small;"><span style="color: black;"> <b><span style="letter-spacing: 0.5pt;">- Spraying</span></b><span style="letter-spacing: 0.5pt;"> <span lang="TH">เป็นการเคลือบผิวโลหะ โดยการพ่นโลหะเหลวให้เป็นละอองเคลือบวัตถุ</span></span><span lang="TH" style="letter-spacing: 0.6pt;">ไว้
เครื่องพ่นโลหะเหลวจะมีลักษณะคล้ายปืน
ภายในบรรจุโลหะที่จะนำไปเคลือบผิวไว้ในลักษณะที่เป็นแท่งลวดหรืออื่นๆ ก็ได้
เมื่อต้องการเคลือบวัตถุใด ก็อาจหลอมโลหะดังกล่าวด้วยกระแสไฟฟ้า
หรือด้วยแก๊ส </span><span style="letter-spacing: 0.6pt;">oxy–acetylene <span lang="TH">จาก
นั้นจึงใช้อากาศอัดให้โลหะเหลวพ่นเป็นละอองออกมา
ผิวโลหะที่เคลือบลักษณะนี้จะติดแน่นสู้การเคลือบด้วยวิธีที่ผ่านมาแล้วไม่
ได้
เนื่องจากระหว่างแนวที่โลหะทั้งสองชนิดสัมผัสกันจะไม่เกิดเป็นโลหะผสมของ
โลหะทั้งสองชนิดขึ้น โลหะที่จะนำมาเคลือบด้วยวิธีนี้
จะต้องเตรียมทำความสะอาดผิวเช่นกัน
แต่ผิวของชิ้นงานพวกนี้ควรจะต้องขรุขระพอสมควร
โลหะที่เป็นตัวเคลือบอาจมีได้หลายชนิดเช่น สังกะสี, อลูมิเนียม, ดีบุก,
ทองแดง, ตะกั่ว, ทองเหลือง, บรอนซ์, เงิน รวมทั้ง </span>stainless steel<span lang="TH">
ก็อาจนำมาเคลือบผิวโดยวิธีนี้ได้
ความหนาโดยปกติของสังกะสีและอลูมิเนียมที่เคลือบจะประมาณ 0.1-0.3 มม.
ข้อได้เปรียบของการเคลือบผิวโดยวิธีนี้คือ สามารถทำได้ง่ายในสถานที่ต่างๆ
ดังนั้นจึงอาจทำการเคลือบผิวชิ้นงานใหญ่ๆ ณ
สถานที่ที่ก่อสร้างชิ้นงานนั้นได้เลย</span></span></span></span></div>
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<span style="color: black; font-size: small;"> <b><span style="letter-spacing: 0.5pt;">- Cementation processes</span></b><span style="letter-spacing: 0.5pt;"> <span lang="TH">วิธี
นี้จะทำให้ผิวของชิ้นงานเกิดเป็นโลหะผสมขึ้นโดย อัดผงโลหะรอบๆ
ชิ้นงานแล้วนำไปอบที่อุณหภูมิต่างๆ กันวิธีการนี้อาจแยกย่อยออกได้เป็น</span></span></span></div>
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<span style="color: black; font-size: small;"><span lang="TH" style="letter-spacing: 0.5pt;"> </span><span style="letter-spacing: 0.5pt;">- Sherardising <span lang="TH">เป็น
การทำให้ผิวเกิดเป็นโลหะผสมระหว่างเหล็กกับสังกะสี
โดยอบชิ้นงานที่ทำด้วยเหล็กกับผงสังกะสี
โดยใช้อุณหภูมิต่ำกว่าจุดหลอมเหลวของสังกะสี ประมาณ 350-375°</span>C<span lang="TH"> ประมาณ 3-12 ชั่วโมง บริเวณผิวชิ้นงานจะเกิดเป็นโลหะผสมขึ้น โลหะผสมที่เกิดนี้จะหนาประมาณ 0.063 มม. ในการอบประมาณ 3 ชั่วโมง</span></span></span></div>
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<span style="color: black; font-size: small;"><span lang="TH" style="letter-spacing: 0.4pt;"> </span><span style="letter-spacing: 0.4pt;">-</span><span style="letter-spacing: 0.6pt;"> Calorising <span lang="TH">เป็นการทำให้ผิวเกิดเป็นโลหะผสมระหว่างเหล็กกับอลูมิเนียมโดย อบด้วยผงอลูมิเนียม ประมาณ 850-1000°</span>C</span></span></div>
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</span><span style="color: black; font-size: small;"><span lang="TH" style="letter-spacing: 0.4pt;"> </span><span style="letter-spacing: 0.4pt;">-</span><span lang="TH" style="letter-spacing: 0.6pt;"> </span><span style="letter-spacing: 0.6pt;">Chromising <span lang="TH">เป็น
การทำให้ผิวชิ้นงานมีปริมาณโครเมียมมากขึ้นโดยอบชิ้นงานที่ทำด้วยเหล็กกับผง
อลูมิเนียมออกไซด์และผงโลหะโครเมียม ภายใต้บรรยากาศของแก๊สไฮโดรเจน
โดยใช้อุณหภูมิประมาณ 1300-1400°</span>C<span lang="TH"> เป็นเวลา 3-4 ชั่วโมง แก๊สไฮโดรเจนที่ปกคลุมอยู่นี้จะป้องกันไม่ให้โลหะโครเมียมเกิดออซิเดชั่น</span></span></span></div>
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<span style="color: black; font-size: small;"><span style="letter-spacing: 0.6pt;"><span lang="TH">ที่ีมา: Demarc trading </span></span></span></div>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-11089806597440696682011-11-28T19:38:00.001-08:002011-11-29T01:40:34.334-08:00ความรู้เกี่ยวกับสแตนเลสจาก EURO INOX และอื่นๆความรู้เกี่ยวกับสแตนเลสจาก EURO INOX ซึ่งเป็นสมาคมของผู้ค้าสแตนเลสในยุโรป <br />
<ul>
<li><a href="http://www.euro-inox.org/pdf/map/StSt_in_FoodandBeverage_EN.pdf" target="_blank">Stainless steel in the food and beverage industry (pdf)</a></li>
<li><a href="http://www.euro-inox.org/pdf/map/ColouringStainlessSteel_EN.pdf" target="_blank">Colouring stainless steel (pdf)</a></li>
<li><a href="http://www.euro-inox.org/pdf/map/The_ferritic_solution_EN.pdf" target="_blank">The ferritic solution : properties, advantages and applications (pdf)</a></li>
</ul>
สแตนเลสเกรด ทำมีด<br />
<ul>
<li><a href="http://www.multiplex-trd.com/articles/about_440c_steel.htm" target="_blank">440C Stainless Steel </a></li>
<li><a href="http://www.multiplex-trd.com/articles/about_420J2_steel.htm" target="_blank">420J2 Stainless Steel</a></li>
</ul>
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</ul>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-29143271480740076112011-11-28T19:07:00.001-08:002011-11-28T23:50:48.984-08:00คุณสมบัติของวัสดุ<span style="font-size: small;">คุณสมบัติของโลหะเป็นสิ่งจำเป็นที่ควรรู้ก่อนการเลือกซื้อวัสดุที่นำมาใช้งาน ดังนั้นเราจึงรวบรวมข้อมูลเกี่ยวกับสมบัติโลหะมาไว้ที่นี่</span><br />
<span style="font-size: small;"><br /></span><br />
<ul>
<li><span style="font-size: small;">คุณสมบัติของวัสดุ <a href="http://www.pantown.com/group.php?display=content&id=36011&name=content3&area=3" target="_blank">Part 1</a> , <a href="http://www.pantown.com/group.php?display=content&id=36011&name=content4&area=3" target="_blank">Part 2</a></span></li>
<li><span style="font-size: small;"><a href="http://boc.dip.go.th/%7Edip_cms/Joomla_1.5.14-x/images/stories/pdf/hardness%20testing.pdf?ml=5&mlt=system&tmpl=component" target="_blank">การทดสอบความแข็งแรง (Hardness test)</a></span></li>
<li><span style="font-size: small;"><a href="http://www.iron-foundry.com/castings-hardness.html" target="_blank">ตารางเทียบ Hardness HB HV HRC</a></span></li>
<li><span style="font-size: small;"><a href="http://www.euro-inox.org/pdf/map/Tables_TechnicalProperties_EN.pdf" target="_blank">Stainless Steel Table Properties </a></span></li>
<li><span style="font-size: small;"><a href="http://icrank.com/cgi-bin/pageman/pageout.cgi?path=/data/surface_finish.htm&t=2" target="_blank"><span style="font-family: Tahoma;"><span style="color: black;">SURFACE ROUGNESSES PRODUCED BY COMMON PRODUCTION PROCESSES</span></span></a> </span></li>
<li><span style="font-size: small;"><a href="http://www.processassociates.com/process/heat/metcolor.htm" target="_blank">Metal Temperature by color</a></span></li>
<li><span style="font-size: small;"><a href="http://www.wiremakerthai.com/article_main.php?doc=article02" target="_blank">เหล็กกล้าเครื่องมือ </a></span></li>
<li><span style="font-size: small;"><a href="http://www.simplytoolsteel.com/properties-of-tool-steel.html" target="_blank">Properties of tools steel</a> </span>There are three primary properties of tool steel. They are toughness,
wear resistance and heat resistance. These three properties are inherent
to the tool steel. Hardness is another property in tool steel that is
developed through the heat treating process.
<span style="font-size: small;"> </span></li>
<li><span style="font-size: small;"><a href="http://www.simplytoolsteel.com/choosing-the-correct-tool-steel.html" target="_blank">Choosing the correct tools steel </a></span></li>
<li><span style="font-size: small;"><a href="http://www.simplytoolsteel.com/data-sheets.html" target="_blank">Conventional tools steels data sheet</a></span></li>
<li><span style="font-size: small;"><a href="http://www.simplytoolsteel.com/steel-comparison-charts.html" target="_blank">Comparison charts of tools steel </a></span></li>
<span style="font-size: small;">
</span></ul>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-73320740038753041142011-11-28T18:47:00.001-08:002011-11-28T18:50:17.861-08:00ความรู้เกี่ยวกับสเตนเลส<table border="0"><tbody>
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<span class="style4"><b><span style="color: red;">สเตนเลส </span></b></span>หรือตามศัพท์บัญญัติเรียกว่า <span class="style4"><b><span style="color: red;">เหล็กกล้าไร้สนิม</span></b></span>
เป็นเหล็กที่มีปริมาณคาร์บอนต่ำ(น้อยกว่า 2%)ของน้ำหนัก
มีส่วนผสมของโครเมียม อย่างน้อย 10.5% กำเนิดขึ้นในปี พ.ศ.1903
เมื่อนักวิทยาศาสตร์พบว่า การเติมนิเกิล โมบิดินัม ไททาเนียม ไนโอเนียม
หรือโลหะอื่นแตกต่างกันไปตามชนิด ของคุณสมบัติเชิงกล
และการใช้ลงในเหล็กกล้าธรรมดา ทำให้เหล็กกล้ามีความต้านทานการเกิดสนิมได้</div>
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<b><span style="color: red;"><span class="style4"></span></span></b><br />
<a name='more'></a><b><span style="color: red;"><span class="style4">สเตนเลส สตีล แบ่งเป็น 5 ชนิดหลัก</span><br />
</span><span class="style5"><span style="color: #6633ff;">เกรด ออสเตนิติก (Austenitic)</span></span></b>
แม่เหล็ดดูดไม่ติด นอกจากส่วนผสมของโครเมียม 18%แล้ว
ยังมีนิเกิลที่ช่วยเพิ่มความต้านทานการกัดกร่อนอีกด้วย
ชนิดออสเตนิติกเป็นที่นิยมใช้อย่างกว้างขวางมากที่สุด
ในบรรดาสเตนเลสด้วยกัน ส่วนออสเตนิติกที่มีโครเมียมผสมอยู่สูง 20% ถึง 25%
และนิกเกิล 1%ถึง 20% จะสามารถทนการเกิดออกซิไดซ์ได้ที่อุณหภูมิสูง
ซึ่งใช้ในส่วนประกอบของเตาหลอม ท่อนำความร้อน
และแผ่นกันความาร้อนในเครื่องยนต์ จะเรียกว่า เหล็กกล้าไร้สนิม
ชนิดทนความร้อน (Heat Resisting Steel)</div>
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<span class="style5"><b><span style="color: #6633ff;">เกรดเฟอร์ริติก (Ferritic)</span></b></span> แม่เหล็กดูดติด มีส่วนผสมของคาร์บอนต่ำ และมีโครเมียมเป็นส่วนผสมหลัก คือประมาณ 13% หรือ 17%</div>
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<span class="style5"><b><span style="color: #6633ff;">เกรดมาร์เทนซิติก (Martensitic)</span></b></span>
แม่เหล็กดูดติด โดยทั่วไปจะมีโครเมียมผสมอยู่
12%และมีส่วนผสมของคาร์บอนในระดับปานกลาง มักนำไปใช้ทำส้อม มีด
เครื่องมือตัด และเครื่องมือวิศวกรอื่นๆ ซึ่งต้องการคุณสมบัติเด่นในด้าน
การต้านทานการสึกกร่อน และ ความแข็งแรงทนทาน</div>
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<span class="style5"><b><span style="color: #6633ff;">เกรดดูเพล็กซ์ (Duplex)</span></b></span>
แม่เหล็กดูดติด มีโครงสร้างผสมระหว่างเฟอร์ไรต์และออสเตไนต์
มีโครเมียมผสมอยู่ประมาณ 18-28% และนิเกิล 4.5-8%
เหล็กชนิดนี้มักถูกนำไปใช้งานที่มีคลอรีนสูงเพื่อป้องกันมิให้เกิดการกัด
กร่อนแบบรูเข็ม (Pitting corrosion) และช่วยเพิ่มความต้านทานการกัดกร่อน
ที่เป็นรอยร้าวอันเนื่องมาจากแรงกดดัน (Stress corrosion cracking
resistance) เหล็กกล้าชุบแข็งแบบตกผลึก (Precipitation Hardening Steel)
มีโครเมียมผสมอยู่ 17 % และมีนิเกิล ทองแดง และไนโอเบียมผสมอยู่ด้วย
เนื่องจากเหล็กชนิดนี้สามารถชุบแข็งได้ในคราวเดียว จึงเหมาะสำหรับทำแกน
ปั้ม หัววาล์ว และส่วนประกอบของอากาศยาน สเตนเลส สตีล ที่นิยมใช้ทั่วไปคือ
ออสเตนิก และเฟอร์ริติก ซึ่งคิดเป็น 95%ของเหล็กกล้าไร้สนิม
ที่ใช้งานอยู่ในปัจจุบัน</div>
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<td><br />
<span class="style4"><a href="http://draft.blogger.com/blogger.g?blogID=4772767264821561824" name="1"></a><b><span style="color: red;">คุณสมบัติทั่วไปและคุณสมบัติทางกายภาพของสเตนเลส<br />
</span></b></span>ค่าความหนาแน่นสูงของสเตนเลสแตกต่างจาก
วัสดุที่ใช้ในการก่อสร้างอื่นๆ อย่างเห็นได้ชัด
ในส่วนของคุณสมบัติเกี่ยวกับความสามารถทนความร้อนของสเตนเลส มีข้อสังเกต 3
ประการคือ<br />
<span class="style5"><b><span style="color: #6633ff;">- การที่มีจุดหลอมเหลวสูง </span></b></span>ทำให้มีอัตราความคืบดี เมื่อเทียบกับเซรามิกที่อุณหภูมิต่ำกว่า 1000 องศา C <br />
<span class="style6"><b><span style="color: #3333ff;">- การที่มีค่านำความร้อนระดับปานกลาง</span></b></span> ทำให้สเตนเลสเหมาะที่จะใช้ในงานที่ต้องทนความร้อน (คอนเทนเนอร์) หรือต้องการคุณสมบัตินำความร้อนได้ดี (เครื่องถ่ายความร้อน) <br />
<span class="style6"><b><span style="color: #3333ff;">- การมีค่าสัมประสิทธิ์การขยายตัวระดับปานกลาง</span></b></span> จึงสามารถใช้ความยาวมากๆได้ โดยใช้ตัวเชื่อมน้อย (เช่น ในการทำหลังคา)<br />
<b><span style="color: red;"><span class="style4">คุณสมบัติเชิงกล</span><br />
</span></b>สเตนเลสโดยทั่วไปจะมีส่วนผสมของเหล็กประมาณ
70-80% จึงทำให้มีคุณสมบัติของเหล็กที่สำคัญ 2 ประการคือ
ความแข็งและความแกร่ง คุณสมบัติเชิงกลเปรียบเทียบกับวัสดุชนิดอื่น
จะเห็นได้ว่าพลาสติกซึ่งเป็นวัสดุที่นิยมใช้กันอย่างกว้างขวางมีความแข็งแรง
และโมดูลัส ความยืดหยุ่นต่ำ
ส่วนเซรามิกมีความแข็งแรงและความเหนียวสูงแต่มีความแกร่งหรือความสามารถรับ
แรงกระแทกโดยไม่แตกหักต่ำ<br />
<span class="style5"><b><span style="color: #6633ff;">สเตนเลส</span></b></span>ให้
ค่าเป็นกลางของทั้งความแข็ง ความแกร่ง และความเหนียว
เนื่องจากมีส่วนผสมของธาตุเหล็กอยุ่มาก
และจะมีเพิ่มขึ้นอีกในชนิดออสเตนิติก ค่าความแข็งแรงสูงสุด (Ultimate
Tensile Strength) ของสเตนเลส ไม่ว่าจะชนิดที่อ่อนตัวง่าย
ซึ่งสามารถทำให้ขึ้นรูปเย็นได้ดี เช่น การขึ้นรูปลึก (Deep Drawing)
จนถึงชนิดความแข็งแรงสูงสุด
ซึ่งได้จากการขึ้นรูปเย็นหรือการทำให้เย็นตัวโดยเร็ว (Quenching)
หรือชนิดชุบแข็ง แบบตกผลึก (Preciptation Hardening) ซึ่งเหมาะใช้ทำสปริง<br />
<b><span style="color: red;"><span class="style4">คุณสมบัติของสเตนเลส</span><br />
</span></b>สเตนเลสต่างชนิดกันที่มีโครงสร้างต่างกัน
จะมีลักษณะค่าความแข็งแรงที่เปลี่ยนแปลงแตกต่างกันดังในรูปจะแสดงให้เห็น
แนวโค้งของค่าความแข็งแรง โดยทั่วไปของเกรดสเตนเลส 4ชนิด<br />
<span class="style5"><b><span style="color: #6633ff;">- เกรดมาร์เทนซิติก </span></b></span>มี
ค่าความจำนนความแข็งแรง (Yield Strength : YS) และค่าความแข็งแรงสูงสุด
(Ultimate Tensile Strenght : UTS) สูงมากในสภาพที่ผ่านกระบวนการอบชุบ
แต่จะมีค่าการยืดตัว (Elongation : EL %) ต่ำ <br />
<span class="style6"><b><span style="color: #3333ff;">- เกรดเฟอร์ริติก</span></b></span> มีค่าความจำนนความแข็งแรง และค่าความแข็งแรงสูงสุดปานกลาง เมื่อรวมกับค่าความยืดตัวสูง จึงทำให้สามารถขึ้นรูปได้ดี <br />
<span class="style5"><b><span style="color: #6633ff;">- เกรดออสเตนิติก</span></b></span> มีค่าความจำนนความแข็งแรงใกล้เคียงกับชนิดเฟอร์ริติก แต่มีค่าความแข็งแรงสูงสุดและความยืดตัวสูง จึงสามารถขึ้นรูปได้ดีมาก <br />
<span class="style5"><b><span style="color: #6633ff;">- เกรดดูเพล็กซ์ (ออสเตไนท์ - เฟอร์ไรต์)</span></b></span>
มีค่าความจำนนความแข็งแรง และค่าความยืดตัวสูงจึงเรียกได้ว่า
เหล็กชนิดนี้มีทั้งความแข็งแรง และความเหนียว (Ductility) ที่สูงเป็นเลิศ<br />
<b><span style="color: red;"><span class="style4">ความต้านทานการกัดกร่อน </span><br />
</span></b>เหตุใด? สเตนเลสจึงทนต่อการกัดกร่อนได้
โลหะทุกชนิดทั่วไปจะทำปฎิกิริยากับออกซิเจนในอากาศ
เกิดเป็นฟิล์มออกไซต์บนผิวโลหะ หรือออกไซต์ ที่เกิดบนผิวเหล็กทั่วไป
จะทำปฎิกิริยาออกซิไดซ์ และทำให้เกิดสภาพพื้นผิวเหล็กผุกร่อน
ที่เราเรียกว่า เป็นสนิม แต่สเตนเลสมีโครเมียมผสมอยู่ 10.5% ขึ้นไป
ทำให้คุณสมบัติของฟิล์มออกไซต์บนพื้นผิวเปลี่ยนแปลงไป กลายเป็นฟิล์มปกป้อง
หรือพลาสซิฟเลเยอร์ (Passive Layer) ที่เหมือนเกราะป้องกัน การกัดกร่อน
ซึ่งปรากฎการณ์นี้เรียกว่า พาสซิวิตี้ (Passivity)<br />
ฟิล์มปกป้องนี้จะมีขนาดบางมาก (สำหรับแผ่นสเตนเลสบางขนาด 1
มม. ฟิล์มหรือพาสซีฟ เลเยอร์นี้ จะมีความบางเทียบเท่ากับวางกระดาษ 1 แผ่น
บนตึกสูง 20 ชั้น) และมองตาเปล่าไม่เห็นฟิล์มนี้จะเกาะติดแน่น
และทำหน้าที่ปกป้องสเตนเลส จากการกัดกร่อนทั้งมวล
หากนำไปผลิตแปรรูปหรือใช้งานในสภาพเหมาะสม เมื่อเกิดมีการขีดข่วน
ฟิล์มปกป้องนี้จะสร้างขึ้นใหม่ได้เองตลอดเวลา<br />
ความคงทนของพาสซีสเลเยอร์
เป็นปัจจัยหลักของความต้านทานการกัดกร่อนของสเตนเลส นอกจากนี้
ยังขึ้นอยู่กับสภาพการกัดกร่อนอันได้แก่ ความรุนแรง ของปฏิกิริยาออกซิไดซ์
ความเป็นกรดปริมาณสารละลายคลอไรต์ และอุณหภูมิ โดยทั่วไปแล้วการเพิ่มปริมาณ
โครเมียมจะช่วยเพิ่มความ ต้านทาน การกัดกร่อนของสเตนเลส
การเติมนิเกิลจะช่วยเพิ่มความต้านทานการกัดกร่อนโดยทั่วไป
ให้ทนสภาวะกัดกร่อนรุนแรงได้ ส่วนโมลิบดินัมจะช่วยเพิ่ม
ความต้านทานการกัดกร่อนเฉพาะที่ เช่น การกัดกร่อนแบบรูเข็ม (Pitting
Corrosion)<br />
ในทางปฏิบัติ สเตนเลสชนิดเฟอร์ริติก
มีการใช้งานจำกัดในสภาพการกัดกร่อนปานกลางและในสภาพชนบท
ทั้งชนิดเฟอร์ริติกและออสเตนิติก สามารถใช้ทำ
อุปกรณ์เครื่องใช้ในครัวเรือนได้แต่เนื่องจากชนิดออสเตนิติกสามารถทนการกัด
กร่อนได้ดี และทำความสะอาดง่าย จึงนิยมใช้ในอุตสาหกรรมอาหาร และเครื่องดื่ม
นอกจากนี้ชนิดออสเตนิติกยังทนการกัดกร่อนจากสารเคมีหลายประเภทได้แก่ กรด,
อัลคาลายด์ เป็นต้น ซึ่งใช้กันอย่างแพร่หลาย ในอุตสาหกรรมเคมี
และกระบวนการผลิตต่าง ๆ</td>
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<td><br />
<span class="style4"><a href="http://draft.blogger.com/blogger.g?blogID=4772767264821561824" name="2"></a><span style="color: red;"><b>ผิวสำเร็จชนิดต่างๆ ของเสตนเลส</b></span></span><br />
<span class="style6"><b><span style="color: #3333ff;">No.1</span></b></span><span class="style7"> -</span> ผิวผ่านการรีดร้อน อบอ่อน ขจัดสนิม และกัดกรด (Descaling & Pickling)<br />
ผิวมีสีขาวเทา ค่ิอนข้างหยาบ เนื่อจากผ่านการกัดกรดที่รุนแรง <br />
<span class="style6"><b><span style="color: #3333ff;">2D </span><span class="style7">-</span><span style="color: #3333ff;"> </span></b></span>ผิวผ่านการรีดเย็น อบอ่อน และกัดกรด<br />
<span class="style6"><b><span style="color: #3333ff;">2B</span></b></span> - ผิวผ่านการรีดเย็น อบอ่อน กัดกรด และรีดปรับความเรียบผิว (Skin pass rolling)<br />
<span class="style6"><b><span style="color: #3333ff;">BA</span></b></span> - ผิวผ่านการรีดเย็น และอบอ่อน ในสภาพบรรยากาศควบคุม ทำให้ผิวมีลักษณะมันเงา<br />
<span class="style6"><b><span style="color: #3333ff;">No.3</span></b></span> - ผิวที่ผ่านการขัดด้วยวัสดุสำหรับขัด เบอร์ 100-200 <br />
<span class="style6"><b><span style="color: #3333ff;">No.4</span></b></span> - ผิวที่ผ่านการขัดด้วยวัสดุสำหรับขัด เบอร์ 150-180 <br />
<span class="style6"><b><span style="color: #3333ff;">#240</span></b></span> - ผิวที่ผ่านการขัดด้วยวัสดุสำหรับขัด เบอร์ 240 <br />
<span class="style6"><b><span style="color: #3333ff;">#320</span></b></span> - ผิวที่ผ่านการขัดด้วยวัสดุสำหรับขัด เบอร์ 320 <br />
<span class="style6"><b><span style="color: #3333ff;">#400</span></b></span> - ผิวที่ผ่านการขัดด้วยวัสดุสำหรับขัด เบอร์ 400<br />
<span class="style6"><b><span style="color: #3333ff;">HL</span></b></span> - ผิวผ่านการขัดละเอียด โดยมีลายขัดเป็นเส้นต่อเนื่องคล้ายเส้นผม (Hair line)<br />
<span class="style6"><b><span style="color: #3333ff;">Mirror</span></b></span> - ผิวจะเงาและสะท้อนดีมาก ได้จากการขัดด้วยวัสดุที่ละเอียดมาก<br />
<span class="style6"><b><span style="color: #3333ff;">Distressed</span></b></span> - ผิวที่มีลวดลายรอยขีด (Scratch) ไม่เป็นระเบียบ (Random)<br />
<span class="style6"><b><span style="color: #3333ff;">Embossing</span></b></span> - ผิวมีลวดลายนูนจากการรีด <br />
<span class="style6"><b><span style="color: #3333ff;">Plating</span></b></span> - ผิวเคลือบด้วยโลหะมีสี หรือเคลือบด้วยโลหะมีค่า</td>
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<td><br />
<span class="style4"><a href="http://draft.blogger.com/blogger.g?blogID=4772767264821561824" name="3"></a><span style="color: red;"><b>ผลิตภัณฑ์ทำความสะอาดโดยทั่วไป</b></span></span><br />
<span class="style6"><b><span style="color: #3333ff;">- ผงซักฟอก และสบู่ที่ใช้ในบ้าน น้ำยาทำความสะอาดกระจก</span></b></span> ใช้ล้างสเตนเลสได้เป็นครั้งคราว แต่ต้องล้างออกด้วยน้ำเย็นให้หมด <br />
<span class="style6"><b><span style="color: #3333ff;">- ยาฆ่าเชื้อ ในบ้านและในอุตสาหกรรม</span></b></span> ต้องใช้ยาฆ่าเชื้อเจือจาง โดยจำกัดจำนวนครั้งที่ใช้ ต้องล้างออกด้วยน้ำให้สะอาด <br />
<span class="style6"><b><span style="color: #3333ff;">- สารละลาย แอลกอฮอล์ และอะเซโทน</span></b></span>
สำหรับคราบที่ล้างด้วยสบู่ไม่ออก เช่น สี และคราบมันจากสารอนินทรีย์
จากนั้นล้างด้วยสารละลายแล้วเช็ดออกด้วยสบู่ และล้างออกด้วยน้ำสะอาด <br />
<span class="style6"><b><span style="color: #3333ff;">- กรดทำความสะอาด สารละลายทำความสะอาดที่มีส่วนผสมของฟอสฟอรัสและไนตริก </span></b></span>เป็น
วิธีสุดท้ายที่ควรใช้ทำความสะอาดสเตนเลส ล้างออกด้วยน้ำร้อนหลายๆครั้ง
โดยใช้ความระมัดระวัง ควรปรึกษาผู้เชี่ยวชาญสำหรับการใช
้ที่ถูกต้องและปลอดภัย <br />
<span class="style6"><b><span style="color: #3333ff;">- ทำความสะอาดโดย ใช้เครื่องมือ</span></b></span> การยิงผิวหน้า, การขัดผิวหน้า, <br />
การขัดด้วยลวด, การใช้ผงขัด คราบที่ล้างออกยาก
ต้องใช้ผลิตภัณฑ์ทำความสะอาดเชิงกล ผลิตภัณฑ์ที่ใช้ต้องปลอดออกไซต์หลัก
และระวังไม่ให้เกิดคราบขึ้นอีก การใช้ผลิตภัณฑ์ชนิดนี้จะทำให้
พื้นผิวสตนเลสมีการเปลี่ยนแปลง<br />
<b><span style="color: red;"><span class="style4">วิธีทำความสะอาดสำหรับคราบสกปรกโดยทั่วไป</span><br />
</span><span class="style6"><span style="color: #3333ff;">รอยนิ้วมือ</span></span></b> - ล้างด้วยสบู่ ผงซักฟอก หรือสารละลาย เช่น แอลกอฮอล์ หรืออาเซโทน ล้างออกด้วยน้ำเย็น และเช็ดให้แห้ง <br />
<span class="style6"><b><span style="color: #3333ff;">น้ำมัน คราบน้ำมัน </span></b></span>-
ล้างด้วยสารละลายไฮโดรคาร์บอน / ออร์กานิก (เช่น แอลกอฮอล์)
แล้วล้างออกด้วยสบู่ /ผงซักฟอกอย่างอ่อน และน้ำ ล้างออกด้วยน้ำเย็น
และเช็ดให้แห้ง แนะนำให้จุ่มชิ้นงานให้โชกก่อนล้างในน้ำสบู่อุ่น ๆ <br />
<span class="style6"><b><span style="color: #3333ff;">สี</span></b></span> - ล้างออกด้วยสารละลายสี ใช้แปลงไนล่อนนุ่ม ๆ ขัดออก แล้วล้างออกด้วยน้ำเย็นและเช็คให้แห้ง <br />
<span class="style6"><b><span style="color: #3333ff;">Carbob Deposit or Bked-on</span></b></span> - จุ่มลงในน้ำ ใช้สารละลายที่มีแอมโมเนียเป็นส่วนประกอบ ล้างออกด้วยน้ำเย็นและเช็ดให้แห้ง <br />
<span class="style6"><b><span style="color: #3333ff;">เปลี่ยนสีเนื่องจากความร้อน</span></b></span>
- ทาครีม (เช่น บรัสโซ) ลงบนแผ่นขัดที่ไม่ได้ทำจากเหล็ก
แล้วขัดคราบที่ติดบนสเตนเลสออก ความร้อนขัดไปในทิศทางเดียวกันกับพื้นผิว
ล้างออกด้วยน้ำเย็น และเช็ดให้แห้ง <br />
<span class="style6"><b><span style="color: #3333ff;">ป้ายและสติกเกอร</span></b></span>์
- จุ่มลงในน้ำอุ่น ๆ ลอกเอาป้ายออกแล้วถูกาวออกด้วยเบนซิน
ล้างออกด้วยสบู่และน้ำจากนั้นให้ล้างด้วยน้ำอุ่น เช็คให้แห้งด้วยผ้านุ่ม ๆ <br />
<span class="style6"><b><span style="color: #3333ff;">รอยน้ำ / มะนาว</span></b></span>
- จุ่มลงในน้ำส้มสายชูเจือจาง (25%) หรือกรดไนตริก (15%) ล้างให้สะอาด
ล้างออกด้วยสบู่และน้ำ จากนั้นล่างให้สะอาดด้วนน้ำอุ่น
เช็คให้แห้งด้วยผ้านุ่ม ๆ <br />
<span class="style9"><b><span style="color: #3366ff;">คราบชา กาแฟ</span></b></span> - ล้างด้วยโซดาไบคาร์บอเนต ในน้ำ ล้างออกด้วยสบู่และน้ำ จากนั้นล้างให้สะอาดด้วยน้ำอุ่น เช็คให้แห้งด้วยผ้านุ่ม ๆ <br />
<span class="style6"><b><span style="color: #3333ff;">คราบสนิม</span></b></span>
- จุ่มในน้ำอุ่นที่มีส่สนผสมสารละลายกรดไนตริก ในอัตราส่วน 9 ต่อ 1
ประมาณครึ่งถึงหนึ่งชั่วโมง ล้างออกด้วยน้ำให้สะอาด
หรือล้างผิวด้วยสารละลายกรดออกชาลิค ทิ้งไว้ประมาณ 20 นาที
ล้างออกด้วยน้ำเย็นและเช็คให้แห้งหรือต้องใช้เครื่องมือล้างหากคราบสนิมติด
แน่น<br />
<br />
<b><span style="color: red;"><span class="style4">ข้อปฎิบัติสำหรับงานสเตนเลส</span><br />
</span><span style="color: #3333ff;"><span class="style6">ควรทำ</span><br />
</span></b>- เมื่อไม่ได้มีการทำความสะอาดสเตนเลส อย่างสม่ำเสมอ เมื่อสังเกตเห็นคราบหรือฝุ่นละอองใด ๆ ต้องรีบทำความสะอาดทันที<br />
- การทำความสะอาดสเตนเลส ควรเริ่มจากผลิตภัณฑ์ทำความสะอาด
ที่อ่อนที่สุด โดยเริ่มใช้ในบริเวณเล็ก ๆ ก่อนเพื่อดูว่าเกิดผลกระทบอะไร
กับผิวสเตนเลสหรือไม่<br />
- ใช้น้ำอุ่นล้างคาบความมันออก ไม่ควรใช้ยาฆ่าเชื้อในการทำความสะอาดชิ้นส่วนสเตนเลส <br />
- หมั่นล้างสเตนเลสด้วนน้ำสะอาด เป็นขั้นตอนสุดท้ายเช็ดให้แห้งด้วยผ้านุ่ม หรือกระดาษชำระ<br />
- เมื่อใช้กรดกัดทำความสะอาดสเตนเลส ควรใช้ด้วยความระมัดระวัง <br />
- หลังจากใช้เครื่องครัวที่ทำด้วยสเตนเลส ควรล้างให้สะอาดทุกครั้ง<br />
- หลีกเลี่ยงคราบ/สนิมเหล็ก ที่อาจติดมากับอุปกรณ์ทำความสะอาด
ที่ทำมาจากเหล็ก หรือใช้ทำความสะอาดชิ้นส่วนเหล็กกล้าคาร์บอน<br />
- ในกรณีที่ประสบปัญหาในการทำความสะอาด <br />
สเตนเลสควรปรึกษาผู้เชี่ยวชาญ<br />
<b><span style="color: #3333ff;"><span class="style6">ไม่ควรทำ</span><br />
</span></b>-
ไม่ควรเคลือบผิวสเตนเลสด้วยแว็กหรือวัสดุที่ผสมน้ำมันเพราะจะทำให้คราบสกปรก
หรือฝุ่นละอองติดบนพื้นผิวได้ง่ายขึ้นและล้างทำความสะอาดออกได้ยาก<br />
- ไม่ควรใช้ผลิตภัณฑ์ทำความสะอาด ที่มีส่วนประกอบของคลอไรด์และฮาไลด์ เช่น โบรไมน์, ไอโอดีนและผลูออรีน <br />
- ไม่ควรใช้กรดไฮโดรคลอริก (HCI) ในการทำความสะอาด
เพราะอาจก่อให้เกิดการกัดกร่อน แบบรูเข็ม และการแตกเนื่องจากความเครียด
(Stress Corrosion Crocking) <br />
- ไม่ควรใช้ผลิตภัณฑ์ทำความสะอาดที่เราไม่แน่ใจ<br />
- ไม่ควรใช้ผลิตภัณฑ์ที่ทำความสะอาดเครื่องเงิน ในการทำความสะอาดสเตนเลส <br />
- ไม่ควรใช้สบู่ หรือผงซักฟอกมากเกินไป เพราะจะทำให้ผิวสเตนเลสมัวและหมองลง <br />
- ไม่ควรทำความสะอาด และทำพาสซิเวชั่นในขั้นตอนเดียวกัน ควรทำตามขั้นตอน คือ ล้างก่อนแล้วค่อยทำพาสซิเวชั่น<br />
<br /></td>
</tr>
</tbody>
</table>
<br />
<table align="center" border="0">
<tbody>
<tr>
<td>ระดับความเหมาะสมในการเลือกใช้วิธีการขึ้นรูปเหล็กกล้าไร้สนิม</td>
</tr>
<tr>
<td valign="top"><table border="1" cellpadding="0" cellspacing="0">
<tbody>
<tr bgcolor="#cccc33">
<td rowspan="5" width="713"><div align="center">
<b>Steel </b></div>
</td>
<td width="713"><div align="center">
<b>0.20% </b></div>
</td>
<td colspan="8" rowspan="2" width="713"><div align="center">
<b>Suitability for: </b></div>
</td>
</tr>
<tr>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>yield </b></div>
</td>
</tr>
<tr>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>strength, </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b> </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b> </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>Press- </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>Deep </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b> </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>Roll </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b> </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b> </b></div>
</td>
</tr>
<tr>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>6.89 Mpa </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>Blanking </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>Piercing </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>brake </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>drawing </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>Spinning </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>forming </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>Coining </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>Embossing </b></div>
</td>
</tr>
<tr>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>(1 ksi) </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b> </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b> </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b>forming </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b> </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b> </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b> </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b> </b></div>
</td>
<td bgcolor="#cecf31" width="713"><div align="center">
<b> </b></div>
</td>
</tr>
<tr bgcolor="#ffff99">
<td colspan="10" width="713"><div>
Austenitic steels </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
201 </div>
</td>
<td width="713"><div align="center">
55 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A -B </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
202 </div>
</td>
<td width="713"><div align="center">
55 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
301 </div>
</td>
<td width="713"><div align="center">
40 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
302 </div>
</td>
<td width="713"><div align="center">
37 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
302B </div>
</td>
<td width="713"><div align="center">
40 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
303, 303(Se) </div>
</td>
<td width="713"><div align="center">
35 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
D (a) </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
304 </div>
</td>
<td width="713"><div align="center">
35 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
304L </div>
</td>
<td width="713"><div align="center">
30 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
305 </div>
</td>
<td width="713"><div align="center">
37 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
308 </div>
</td>
<td width="713"><div align="center">
35 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
B (a) </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
309, 309S </div>
</td>
<td width="713"><div align="center">
40 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A (a) </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
310, 310S </div>
</td>
<td width="713"><div align="center">
40 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A (a) </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
314 </div>
</td>
<td width="713"><div align="center">
50 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A (a) </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
316 </div>
</td>
<td width="713"><div align="center">
35 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A (a) </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
316L </div>
</td>
<td width="713"><div align="center">
30 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A (a) </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
317 </div>
</td>
<td width="713"><div align="center">
40 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A (a) </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
321, 347, 348 </div>
</td>
<td width="713"><div align="center">
35 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
</tr>
<tr bgcolor="#ffff99">
<td colspan="10" width="713"><div>
Martensitic steels </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
403, 410 </div>
</td>
<td width="713"><div align="center">
40 </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
414 </div>
</td>
<td width="713"><div align="center">
95 </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A (a) </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
416, 416(Se) </div>
</td>
<td width="713"><div align="center">
40 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
C (a) </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
420 </div>
</td>
<td width="713"><div align="center">
50 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
<td width="713"><div align="center">
C (a) </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
431 </div>
</td>
<td width="713"><div align="center">
95 </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
C (a) </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
440A </div>
</td>
<td width="713"><div align="center">
60 </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
C (a) </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
440B </div>
</td>
<td width="713"><div align="center">
62 </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
440C </div>
</td>
<td width="713"><div align="center">
65 </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
… </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
</tr>
<tr bgcolor="#ffff99">
<td colspan="10" width="713"><div>
ferritic steels </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
405 </div>
</td>
<td width="713"><div align="center">
40 </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
A (a) </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
409 </div>
</td>
<td width="713"><div align="center">
38 </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
A (a) </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
430 </div>
</td>
<td width="713"><div align="center">
45 </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
A (a) </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
430F, 430F(Se) </div>
</td>
<td width="713"><div align="center">
55 </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
B -C (a) </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
D </div>
</td>
<td width="713"><div align="center">
C - D </div>
</td>
<td width="713"><div align="center">
C </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
442 </div>
</td>
<td width="713"><div align="center">
... </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
A - B </div>
</td>
<td width="713"><div align="center">
A (a) </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
</tr>
<tr>
<td bgcolor="#00ff99" width="713"><div align="center">
446 </div>
</td>
<td width="713"><div align="center">
50 </div>
</td>
<td width="713"><div align="center">
A </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
A (a) </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
<td width="713"><div align="center">
B - C </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
<td width="713"><div align="center">
B </div>
</td>
</tr>
<tr>
<td colspan="10" width="713"><div>
(a) Severe sharp bends should be avoide. </div>
</td>
</tr>
<tr>
<td colspan="10" valign="bottom" width="713"><div>
<i>หมายเหตุ </i><i>A : </i><i>ดีเยี่ยม</i><i> ; B : </i><i>ดี </i><i>; C : </i><i>พอใช้ </i><i>; D : </i><i>ไม่เหมาะสม</i></div>
</td>
</tr>
</tbody>
</table>
</td>
</tr>
</tbody>
</table>
<br />
<table align="center" bgcolor="#ffffff" border="0" cellpadding="0" cellspacing="0">
<tbody>
<tr align="left" valign="top">
<td align="left" valign="top"><span style="font-weight: bold;">ผิวสเตนเลส (รีดเย็น)</span> โดยทั่วไปมีหลากหลายแบบเพื่อสนองความต้องการของผู้ใช้หลากหลายประเภท ซึ่งแบ่งได้ดังนี้<br />
<table border="1" cellpadding="0" cellspacing="0">
<tbody>
<tr bgcolor="#ffff00">
<td width="70">ชื่อผิว</td>
<td width="524">วิธีการขัด</td>
</tr>
<tr>
<td><span style="font-weight: bold;">BA</span></td>
<td align="left">เป็นผิวสเตนเลสแบบมันเงา มีความสะท้อนแสง 54%</td>
</tr>
<tr>
<td><span style="font-weight: bold;">2D</span></td>
<td align="left">ผิวด้านไม่เงา มีความสะท้อนแสง 13% ผลิตโดยวิธีการรีดเย็นจากโรงงาน </td>
</tr>
<tr>
<td></td>
<td align="left">ตามด้วยการอบอ่อน และขจัดคราบออกไซด์ออก</td>
</tr>
<tr>
<td><span style="font-weight: bold;">2B</span></td>
<td align="left">ลักษณะผิวจะเงาขึ้นเล็กน้อยจากผิว 2D มีความสะท้อนแสง 22% </td>
</tr>
<tr>
<td></td>
<td align="left">ในเกรดออสเทนนิติค(304, 316) และ 46% ในเกรดเฟอร์ริติก (410, 430)</td>
</tr>
<tr>
<td><span style="font-weight: bold;">No.4</span></td>
<td align="left">เป็นผิวที่มีการขัดด้วยกระดาษทราย เบอร์ 150-180</td>
</tr>
<tr>
<td><span style="font-weight: bold;">No.5</span></td>
<td align="left">เป็นผิวขัด No.4 ที่ผ่านเครืองปรับผิว (skin pass)</td>
</tr>
<tr>
<td><span style="font-weight: bold;">No.6</span></td>
<td align="left">เป็นผิวขัดด้วยวัสดุขัดเบอร์ 200 - 300</td>
</tr>
<tr>
<td><span style="font-weight: bold;">No.7</span></td>
<td align="left">เป็นผิวขัดด้วยวัสดุขัดประเภทผ้าสักหลาด (Buffing)</td>
</tr>
<tr>
<td><span style="font-weight: bold;">No.8</span></td>
<td align="left">ขัดผิวให้มีความเงาเหมือนกระจก(Mirror Finish)</td>
</tr>
<tr>
<td></td>
<td align="left">ผ่านการขัดด้วยวัสดุขัดประเภทสำลี หรือผ้าสักหลาด</td>
</tr>
<tr>
<td><span style="font-weight: bold;">HL</span></td>
<td align="left">ขัดผิวอย่างละเอียดด้วยกระดาษทรายให้มีรอยขีดเป็นเส้นต่อเนื่องคล้ายเส้นผม(HAIR LINE)</td>
</tr>
</tbody>
</table>
<br />
## วิธีการขัดผิวสเตนเลสให้ได้ผิวที่เหมาะแก่การใช้งานนั้นเป็นสิ่งสำคัญที่ต้องพิจารณา <br />
เช่นเดียวกันโดยวิธีการขัดที่นิยมใช้ ได้แก่ <br />
<span style="font-weight: bold;"><br />
** </span>การขัดผิวด้วยกระบวนการเชิงกล (Mechanical Polishing) <br />
** นิยมใช้กับสเตนเลสที่เป็นแผ่นหนา หรือสเตนเลสในลักษณะเป็นม้วน (coil) <br />
<br />
<span style="font-weight: bold;">** </span>การขัดผิวด้วยกระบวนการทางเคมี (Chemical Polishing) <br />
** นิยมใช้กับชิ้นงานสเตนเลสขนาดเล็ก และบาง เช่น สารกึ่งตัวนำ
(Semiconductor) ซึ่งไม่เหมาะที่จะขัดด้วยกระบวนการขัดเชิงกล <br />
<br />
<span style="font-weight: bold;">** </span>การขัดผิวด้วยกระบวนการทางไฟฟ้า ( Electro Polishing) <br />
** นิยมใช้กับชิ้นงานสเตนเลสที่ต้องการความละเอียด และความสะอาดของผิวสูง เช่น อุปกรณ์ สำหรับผลิตยา หรือเครื่องสำอาง
<br />
<div>
<span style="font-weight: bold;">** </span>หมายเหตุ "<span style="font-weight: bold;">L" Grades </span>แสดง
ถึงสเตนเลสนั้นมีคาร์บอนผสมอยู่น้อย (Low Carbon) ซึ่ง L เกรด
จะเพิ่มความต้านทานพิเศษของการกัดกร่อนตามขอบเกรน แม้ผ่านการเชื่อมมาแล้ว
แต่สเตนเลสชนิด L เกรด ราคาจะสูงกว่าชนิดธรรมดา เช่น 304L, 316L เป็นต้น</div>
</td>
</tr>
</tbody>
</table>
<br />
<table align="center" bgcolor="#ffffff" border="0" cellpadding="0" cellspacing="0">
<tbody>
<tr align="left" valign="top">
<td align="left" valign="top"><span style="font-weight: bold;">ผิวสเตนเลส (รีดเย็น)</span> โดยทั่วไปมีหลากหลายแบบเพื่อสนองความต้องการของผู้ใช้หลากหลายประเภท ซึ่งแบ่งได้ดังนี้<br />
<table cellpadding="0" cellspacing="0">
<tbody>
<tr bgcolor="#99ffff">
<td><span style="font-weight: bold;">Grade</span></td>
<td bgcolor="#99ffff"></td>
<td><span style="font-weight: bold;">ลักษณะการนำไปใช้งาน</span></td>
<td bgcolor="#99ffff"></td>
<td><span style="font-weight: bold;">ประเภทอุตสาหกรรมที่นำไปใช้</span></td>
</tr>
<tr>
<td>201</td>
<td bgcolor="#99ffff"></td>
<td align="left">- ทำพื้นรถเข็นต่างๆ</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมรถเข็น</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- ทำเฟอร์นิเจอร์</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมเฟอร์นิเจอร์</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- ทำแผง และอุปกรณ์ขนถ่ายวัสดุ</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมเกี่ยวกับการขนส่ง</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- ถังเก็บ, ถังแก๊ส</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมแก๊ส</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- กันชนรถทุกประเภท</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมประกอบรถบรรทุก</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- ท่อพักท่อไอเสีย</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมประกอบรถยนต์</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- ลายประดับรั้ว, ราวประเภทต่างๆ</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมทำรั้ว, ราวประตู, </td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">หน้าต่างๆ(ใช้งานภายใน)</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td></td>
<td bgcolor="#99ffff"></td>
<td></td>
</tr>
<tr bgcolor="#ffffcc">
<td>202</td>
<td bgcolor="#99ffff"></td>
<td align="left">- ใกล้เคียงกับเกรด 201 แต่มี</td>
<td bgcolor="#99ffff"></td>
<td align="left">เหมือนเกรด 201</td>
</tr>
<tr bgcolor="#ffffcc">
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">ความต้านทานการกัดกร่อนได้ดีกว่า</td>
<td bgcolor="#99ffff"></td>
<td></td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td></td>
<td bgcolor="#99ffff"></td>
<td></td>
</tr>
<tr>
<td>304</td>
<td bgcolor="#99ffff"></td>
<td align="left">- ตู้เย็น,เครื่องทำความเย็น</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมผลิตเครื่องเย็น</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- ทำเฟอร์นิเจอร์สนาม, เฟอร์นิเจอร์ที่ใช้งานภายนอก</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมเฟอร์นิเจอร์</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- ถัง/แทงค์ บรรจุน้ำ</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมผลิตถังน้ำ</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- เครื่องใช้เกี่ยวกับครัวเรือน เช่น</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมผลิต/สั่งทำ</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">เตา - โต๊ะ : อุปกร์ประกอบอาหาร</td>
<td bgcolor="#99ffff"></td>
<td align="left">เครื่องครัวอุปกรณ์,อุปกรณ์ต่างๆ</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- เครื่องมือเวชภัณฑ์ ในโรงพยาบาล</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมเครื่องมือแพทย์</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- เครื่องล้างจาน, อ่างล้างจาน, ภาชนะหุงต้ม</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมเครื่องใช้ในครัวเรือน/</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left"></td>
<td bgcolor="#99ffff"></td>
<td align="left">อุตสาหกรรมเครื่องใช้ไฟฟ้า</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td></td>
<td bgcolor="#99ffff"></td>
<td></td>
</tr>
<tr bgcolor="#ffffcc">
<td>316</td>
<td bgcolor="#99ffff"></td>
<td align="left">- โดยทั่วไปมีการใช้งานเหมือนเกรด 304 ซึ่งมีลักษณะการใช้งานที่กว้างกว่าเกรด 304 คือ</td>
<td bgcolor="#99ffff"></td>
<td></td>
</tr>
<tr bgcolor="#ffffcc">
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- งานตกแต่งอาคาร, งานสถาปัตยกรรม</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมเกี่ยวกับการตกแต่งภายใน</td>
</tr>
<tr bgcolor="#ffffcc">
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- ผลิตภัณฑ์อาหารและเครื่องดื่ม</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมอาหาร และเครื่องดื่ม</td>
</tr>
<tr bgcolor="#ffffcc">
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- ผลิตภัณฑ์เครื่องมือแพทย์ ,เวชภัณฑ์</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมปิโตรเคมี</td>
</tr>
<tr bgcolor="#ffffcc">
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">ต่างๆ ที่ใช้ในโรงพยาบาล</td>
<td bgcolor="#99ffff"></td>
<td></td>
</tr>
<tr bgcolor="#ffffcc">
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- ผลิตอุปกรณ์ที่ใช้อุตสาหกรรมต่อเรือ</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมการต่อเรือ</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td></td>
<td bgcolor="#99ffff"></td>
<td></td>
</tr>
<tr>
<td align="left">410, 430</td>
<td bgcolor="#99ffff"></td>
<td align="left">- ใช้ทำเฟอร์นิเจอร์, สินค้าตกแต่งภายในบ้าน, อาคาร </td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมตกแต่งภายในอาคาร</td>
</tr>
<tr>
<td>409, 409L </td>
<td bgcolor="#99ffff"></td>
<td align="left">- เครื่องใช้, เครื่องมือบนโต๊ะอาหาร, มีด, ช้อน-ส้อม</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมเครื่องใช้ในครัวเรือน</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุปกรณ์ ดูดฝุ่น, ท่อดูดควัน, ท่อดัก</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมผลิตท่อต่างๆ</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">- ใช้ทำส่วนประกอบชิ้นส่วนรถยนต์ เช่น</td>
<td bgcolor="#99ffff"></td>
<td align="left">- อุตสาหกรรมประกอบชิ้นส่วนรถยนต์</td>
</tr>
<tr>
<td></td>
<td bgcolor="#99ffff"></td>
<td align="left">ท่อพัก, ท่อไอเสีย,ถังน้ำมัน</td>
<td bgcolor="#99ffff"></td>
<td></td>
</tr>
</tbody>
</table>
<br />
## วิธีการขัดผิวสเตนเลสให้ได้ผิวที่เหมาะแก่การใช้งานนั้นเป็นสิ่งสำคัญที่ต้องพิจารณา <br />
เช่นเดียวกันโดยวิธีการขัดที่นิยมใช้ ได้แก่ <br />
<span style="font-weight: bold;"><br />
** </span>การขัดผิวด้วยกระบวนการเชิงกล (Mechanical Polishing) <br />
** นิยมใช้กับสเตนเลสที่เป็นแผ่นหนา หรือสเตนเลสในลักษณะเป็นม้วน (coil) <br />
<br />
<span style="font-weight: bold;">** </span>การขัดผิวด้วยกระบวนการทางเคมี (Chemical Polishing) <br />
** นิยมใช้กับชิ้นงานสเตนเลสขนาดเล็ก และบาง เช่น สารกึ่งตัวนำ
(Semiconductor) ซึ่งไม่เหมาะที่จะขัดด้วยกระบวนการขัดเชิงกล <br />
<br />
<span style="font-weight: bold;">** </span>การขัดผิวด้วยกระบวนการทางไฟฟ้า ( Electro Polishing) <br />
** นิยมใช้กับชิ้นงานสเตนเลสที่ต้องการความละเอียด และความสะอาดของผิวสูง เช่น อุปกรณ์ สำหรับผลิตยา หรือเครื่องสำอาง
<br />
<div>
<span style="font-weight: bold;">** </span>หมายเหตุ "<span style="font-weight: bold;">L" Grades </span>แสดง
ถึงสเตนเลสนั้นมีคาร์บอนผสมอยู่น้อย (Low Carbon) ซึ่ง L เกรด
จะเพิ่มความต้านทานพิเศษของการกัดกร่อนตามขอบเกรน แม้ผ่านการเชื่อมมาแล้ว
แต่สเตนเลสชนิด L เกรด ราคาจะสูงกว่าชนิดธรรมดา เช่น 304L, 316L เป็นต้น</div>
</td>
</tr>
</tbody>
</table>
<br />
<br />
<table border="0" cellpadding="0" cellspacing="0">
<tbody>
<tr>
<td bgcolor="#ffffff" width="563"><div>
ตระกูลออสเทนนิติค (Austenitic) </div>
<ul>
<li>ต้านทานการกัดกร่อนดีเยี่ยม </li>
<li>ใช้งานประกอบและขึ้นรูป ทีเกี่ยวข้องกับความสะอาดและสุขอนามัยได้ดีเลิศ </li>
<li>สะดวกในงานสร้าง ประกอบหรือขึ้นรูปทั่วไปได้ดีมาก </li>
<li>ความแข็งแรงสูงสุดและมความยืดตัวสูง </li>
<li>แม่เหล็กดูดไม่ติด </li>
<li>สามารถใช้งานเย็นจัดและร้อนจัดที่อุณหภูมิประมาณ 600 องศาเซลเซียส หรือสูงกว่านี้ </li>
</ul>
<div>
ตระกูลเฟอร์ริติค (Ferritic) </div>
<ul>
<li>ต้านทานการกัดกร่อนปานกลางถึงดี </li>
<li>ต้านทานการกัดกร่อนแบบเป็นจุดและแบบมุมอับในซอกแคบๆ ได้ดีและมีความต้านทานการกัดกร่อนใต้แรงเค้นดีกว่าเกรดออสเทนนิติก </li>
<li>มีข้อจำกัดในการเชื่อมและ การขึ้นรูป เช่น ดัด ดึงขึ้นรูป มากกว่าเกรดออสเทนนิติค </li>
<li>มีความต้านทานการเกิดออกซิไดซ์ที่อุณหภูมิสูงถึง 850 องศาเซลเซียส </li>
<li>แม่เห็กดูดติด </li>
<li>ไม่สามารถชุบแข็งได้ </li>
</ul>
<div>
ตระกูลมาร์เทนซิติค </div>
<ul>
<li>ความต้านทานการกัดกร่อนปานกลาง </li>
<li>แม่เหล็กดูดติด </li>
<li>สามารถทำให้แข็งได้ด้วยกรรมวิธีทางความร้อน ดังนั้นจึงสามารถพัฒนาปรับปรุงให้มีความแข็งแรงสูงและปรับระดับควมแข็งแรงได้ </li>
<li>มีข้อจำกัดในการเชื่อม เนื่องจากมีปริมาณคาร์บอนสูงและมีความแข็งโดยธรรมชาติในตัวเอง </li>
<li>ใช้งานในอุณหภูมิสูงได้ดีถึง 593 องศาเซลเซียส </li>
</ul>
<div>
ตระกูลดูเพล็กซ์ ( Duplex) <br />
- การที่โครงสร้างผสมระหว่างเฟอร์ริติค และออสเทนนิติค
ทำให้สามารถต้านทานการแตกร้าว
จากการกัดกร่อนด้วยแรงเค้นสูงและการกัดกร่อนเป็นรู </div>
<ul>
<li>ทนต่อสารคลอไรด์ทำให้ใช้ในสภาพแวดล้อมที่มีความเป็นกรดหรือด่างสูงได้ </li>
<li>ต้านทานการกัดกร่อนได้ดี เนื่องจากมีส่วนผสมของโครเมียมสูงและเพิ่มส่วนผสมของธาตุโมลิบดิบนัม ไนโตรเจน </li>
<li>ใช้ในงานเชื่อมและขึ้นรูปได้ดีเช่น งานปั๊มก้นลึก </li>
</ul>
<div>
เนื่องจากมีสมบัติเชิงกลดีเลิศในการใช้งานที่อุณหภูมิติดลบ ได้ถึง -225 องศาเซลเซียส หรือ ใช้งานที่อุณภูมิ <span style="font-weight: bold;">(ถึง 1100 องศาเซลเซลเซียส) </span></div>
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<table border="0" cellpadding="0" cellspacing="0"><tbody>
<tr><td bgcolor="#ffffff" width="563"><div>
</div>
<div>
<span style="font-weight: bold;">ที่มา : วรรณิดา เหล็กดัด อินเตอร์ </span></div>
</td></tr>
</tbody></table>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-85906896323669622972011-11-17T06:42:00.001-08:002011-11-28T18:52:38.914-08:00Catalog อุปกรณ์พื้นฐานระบบท่อcatalog ของอุปกรณ์ต่างๆของระบบท่อนั้น มีส่วนสำคัญที่จะช่วยในการออกแบบงานท่อให้ง่ายขึ้น ดังนั้นจึงรวบรวมอุปกรณ์ต่างๆที่จำเป็นในการออกแบบไว้เพื่อง่ายต่อการค้นหา <br />
<br />
<a name='more'></a>ลิ้งค์ Fitting<br />
- <a href="http://www.vrfittings.com/e-magazine/Main.php?MagID=11&MagNo=16" target="_blank">vrfitting</a> ข้อต่อทั้งสแตนเลสและเหล็ก<br />
- <a href="http://www.vnestainless.com/Portals/3/documents/FittingsCatalog2010.PDF" target="_blank">vnestai<span id="goog_1785636332"></span><span id="goog_1785636333"></span>nless</a> แคตตาล๊อคระบบท่อสแตนเลส<br />
- <a href="http://www.swagelok.com/products/fittings.aspx" target="_blank">swagelok</a> ระบบท่อสแตนเลส พร้อมทั้ง <a href="http://oem.cadregister.com/asp/PPoW_Entry.asp?language=GB&company=SwagelokCo" target="_blank">CAD </a>ของสินค้า<br />
- <br />
<br />
ขนาดท่อและสายยางทั่วไป<br />
<br />
<img alt="" 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" /><br />
ที่มา : http://www.crowninterplast.com/<br />
<br />Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-78563764744067381342011-11-17T06:20:00.001-08:002011-11-17T06:29:54.246-08:00กรุงเทพกำลังจมน้ำ - เรื่องจริง หรือ นวนิยายกรุงเทพกำลังจมน้ำ : เรื่องจริง หรือ นวนิยาย บทความโดย รศ.ดร.เสรี ศุภราทิตย์ ผู้อำนวยการศูนย์วิจัยภัยธรรมชาติ ม.รังสิต มีทั้งหมด 5 ตอน พูดถึงสภาวะทางธรรมชาติของกรุงเทพและปริมณฑลซึงอ้างอิงหลักการทางวิศวกรรม ว่าจะถึงกาลน้ำท่วมหรือไม่<br />
<br />
<a href="http://www.rsunews.net/Think%20Tank/TT19/BangkokBeDrown.htm" target="_blank">ตอนที่ 1 </a><br />
<a href="http://www.rsunews.net/Think%20Tank/TT23/BangkokBeDrown%282%29.htm" target="_blank">ตอนที่ 2</a><br />
<a href="http://www.rsunews.net/Think%20Tank/TT26/BangkokBeDrown%283%29.htm" target="_blank">ตอนที่ 3</a><br />
<a href="http://www.rsunews.net/Think%20Tank/TT32/BangkokBeDrown%284%29.htm" target="_blank">ตอนที่ 4</a><br />
<a href="http://www.rsunews.net/Think%20Tank/TT39/BangkokBeDrown%285%29.htm" target="_blank">ตอนที่ 5 </a>Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-6425245012501363802011-11-13T06:26:00.001-08:002011-11-28T18:54:04.641-08:00P&ID symbolSamyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0tag:blogger.com,1999:blog-4772767264821561824.post-78991510393030313762011-11-13T04:04:00.001-08:002011-11-13T04:21:37.299-08:00รู้จักกับ Alloy- <a href="http://en.wikipedia.org/wiki/Aluminium_bronze" target="_blank">อลูมิเนียมสัมฤทธิ์ (Aluminium bronze)</a> ผสมระหว่าง อลูมิเนียมกับ สำริด<br />
- <a href="http://en.wikipedia.org/wiki/Alnico" target="_blank">Alnico</a> ผสมระหว่างอลูมิเนียม นิกเกิล และโคบอลท์ ใช้เป็นแม่เหล็กที่ทนต่ออุณหภูมิสูง และทนต่ออุณหภูมิที่เปลี่ยนแปลง
ได้เป็นอย่างดี ส่วนมากแม่เหล็กชนิดนี้ ใช้ประกอบ
ในอุปกรณ์แม่เหล็กจับยึดชิ้นงานที่ต้องทนความร้อนสูง
แม่เหล็กใช้ในเตาหลอม เครื่องมือวัด แม่เหล็กแม่พิมพ์<br />
- <a href="http://en.wikipedia.org/wiki/Amalgam_%28chemistry%29" target="_blank">Amalgam</a> ผสมระหว่าง ปรอทกับธาตุอื่น เช่น เหล็ก แพททินั่ม เงิน ทองและอื่นๆ สามารถนำไปใช้ทางทันตกรรม <br />
- ทองเหลือง (brass)<br />
- ทองสัมฤทธิ์ (bronze)<br />
- ดูราลูมิน (duralumin)<br />
- อีเล็กตรัม (electrum)<br />
- กาลินสแตน (galinstan)<br />
- อินเตอร์เมทัลลิก (intermetallics)<br />
- มู-เมทัล (Mu-metal)<br />
- นิกโครม (Nichrome)<br />
- ปิวเตอร์ (pewter)<br />
- ฟอสเฟอร์สัมฤทธิ์ (phosphor bronze)<br />
- โซลเดอร์ (solder)<br />
- สไปเจไลเซน (spiegeleisen)<br />
- เหล็กไร้สนิม (stainless steel)<br />
- เหล็กกล้า (steel)<br />
- เงิน สเตอริ่ง (Sterling silver)<br />
- โลหะไม้ (Wood's metal)<br />
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<br />Samyface Musicshttp://www.blogger.com/profile/17622317015378853987noreply@blogger.com0